tag:blogger.com,1999:blog-15977186288866366752024-03-13T20:20:43.818-07:00Chemical life або похімічимо разом.Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.comBlogger129125tag:blogger.com,1999:blog-1597718628886636675.post-70502176014066037902022-08-30T08:58:00.003-07:002022-08-30T12:53:06.115-07:00Новий навчальний рік.2022-2023.<p> Найбільша збірка посилань для вдалого початку Нового Навчального Року. </p><p><a href="https://pchilka-litsei.in.ua/year2022-2023.php" target="_blank">Ось ТуТ</a></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsg1MwhE5mG_gXpLs6dl_eN39Cmdv_1onxC88nA7sKMp-DVzzgPPgbebuyQUZfxLhXzvXv2IOv9P20wYABT6oIOI2M8oMp2phB3cBnboTcJF1fo3tErbye8SHd8-nCMl9iXu92dLCRzCFi1OOT_kGZwdM2Mc6NkSyQ-vcvj2zeD4-wBc-OidM-gUSsMQ/s1280/%D1%84%D0%BE%D1%82%D0%BE.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="1279" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsg1MwhE5mG_gXpLs6dl_eN39Cmdv_1onxC88nA7sKMp-DVzzgPPgbebuyQUZfxLhXzvXv2IOv9P20wYABT6oIOI2M8oMp2phB3cBnboTcJF1fo3tErbye8SHd8-nCMl9iXu92dLCRzCFi1OOT_kGZwdM2Mc6NkSyQ-vcvj2zeD4-wBc-OidM-gUSsMQ/s320/%D1%84%D0%BE%D1%82%D0%BE.jpg" width="320" /></a></div><div><br /></div><a href="https://pmz2018.blogspot.com/" target="_blank">Методичні рекомендації предметів природничої галузі </a><br /><p><a href="https://sites.google.com/koippo.in.ua/nml/" target="_blank">Методичні рекомендації суспільствознавчих дисциплін</a> - Це від КОІППО</p><p>Надихаючі та такі потрібні матеріали:</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/gBYW__rZ95M" width="320" youtube-src-id="gBYW__rZ95M"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/N2kTzyMNzzY" width="320" youtube-src-id="N2kTzyMNzzY"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/oIo044qgoHE" width="320" youtube-src-id="oIo044qgoHE"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-54952016422028216092022-03-15T03:12:00.002-07:002022-03-15T03:12:44.959-07:006 класи. Біологія . Мохи. Лабораторне дослідження будови моху.<p> Вітаю!!! </p><h2 style="text-align: left;"><span style="color: #800180;">Для початку згадай будову водоростей та виконай тест:</span></h2><div class="homework-share-title" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 25px; margin-bottom: 0px;">Повідомте учням</div><div class="homework-share-code" style="-webkit-font-smoothing: antialiased; background-color: white; border-radius: 4px; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 16px;"><div class="homework-code-title" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 20px;">Код доступу <span class="homework-code" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; color: #ffbc00; font-size: 40px; font-weight: 700; margin-left: 10px;">9026582</span></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Попросіть учнів використати цей код,<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" />відкривши посилання<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" /><a href="http://join.naurok.ua/" style="-webkit-font-smoothing: antialiased; background-color: transparent; box-sizing: border-box; color: #6200ea; outline-offset: -2px; outline: -webkit-focus-ring-color auto 5px; text-decoration-line: none;" target="_blank">join.naurok.ua</a></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">до 16 березня, 20.00 - це твоя оцінка.</div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Запиши у зошит тему уроку та переглянь відео. Виконай Лабораторне дослідження ( інстукція у відео) та завдання ( також за відео).- вставити пропущені слова.</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/vLKWoLEjwSA" width="320" youtube-src-id="vLKWoLEjwSA"></iframe></div><br /><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Чекаю твою роботу для оцінки. 👍👧👨💗🌱🌳</div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-37027191865146927932022-03-15T01:05:00.005-07:002022-03-15T01:05:41.450-07:008 класи. Хімія. Хімічні властивості гідроксидів<p> Вітаю!!!</p><p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><b><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Пригадайте :</span></b></p><div class="separator" style="clear: both; text-align: center;"><b><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhw6UDsw0W2R4Ll1qY1Q003_YZI6TuzuBYkROA7L0qWdfVaI5zvkMZE2wOvNHKiVxjicUl251_dB35n8i8pYkhDttawrVpl9TF9jB2oUcRK1e87iOr8JLjneukIblbFCOj2pgY3LxN5j5WLv8AlkkTy1BQiZ8N484RFId1ACfAcslzTSSBCNdph0vppZg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="219" data-original-width="262" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhw6UDsw0W2R4Ll1qY1Q003_YZI6TuzuBYkROA7L0qWdfVaI5zvkMZE2wOvNHKiVxjicUl251_dB35n8i8pYkhDttawrVpl9TF9jB2oUcRK1e87iOr8JLjneukIblbFCOj2pgY3LxN5j5WLv8AlkkTy1BQiZ8N484RFId1ACfAcslzTSSBCNdph0vppZg" width="287" /></a></b></div><b><br /><o:p></o:p></b><p></p><p class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: Symbol; font-size: 14.0pt; mso-ansi-language: UK; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK;">Який клас
неорганічних сполук називається основами?<o:p></o:p></span></p><p class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: Symbol; font-size: 14.0pt; mso-ansi-language: UK; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK;">На які дві групи
поділяються основи? <o:p></o:p></span></p><p class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: Symbol; font-size: 14.0pt; mso-ansi-language: UK; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK;">3 допомогою таблиці
розчинності наведіть приклади розчинних і нерозчинних основ. <b><o:p></o:p></b></span></p><p>
</p><p class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: Symbol; font-size: 14.0pt; mso-ansi-language: UK; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK;">Назвіть вибрані
основи за сучасною українською номенклатурою. <b> <o:p></o:p></b></span></p><p>Вивчаємо матеріал за презентацією:</p><p class="MsoNormal"><a href="https://vseosvita.ua/library/himicni-vlastivosti-lugiv-dia-na-indikatori-vzaemodia-z-kislotami-kislotnimi-oksidami-solami-254614.html" target="_blank">Презентація</a><br /></p><p class="MsoNormal">Виконаємо віртуальні досліди</p><p class="MsoNormal"><span style="color: #2b00fe;">Дія індикаторів </span>та розкладання нерозчинних основ</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/4mT_n0-7PP8" width="320" youtube-src-id="4mT_n0-7PP8"></iframe></div><div class="separator" style="clear: both; text-align: center;"><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 118.8pt;" valign="top" width="198">
<p align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Індикатор<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="213">
<p align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span lang="UK" style="font-size: 13.0pt; line-height: 150%; mso-ansi-language: UK;">Універсальний індикатор (папірець)<o:p></o:p></span></p>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="95">
<p align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Лакмус<o:p></o:p></span></p>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 91.0pt;" valign="top" width="152">
<p align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Метилоранж<o:p></o:p></span></p>
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<p align="center" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: center;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Фенолфталеїн<o:p></o:p></span></p>
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<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Колір індикатора <o:p></o:p></span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 127.6pt;" valign="top" width="213">
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 2.0cm;" valign="top" width="95">
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 91.0pt;" valign="top" width="152">
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 98.55pt;" valign="top" width="164">
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></p>
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<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><b><i><span style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></i></b><b><i><span lang="UK" style="font-size: 8.0pt; line-height: 150%; mso-ansi-language: UK;"><o:p></o:p></span></i></b></p>
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><b><i><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Висновок
</span></i></b><i><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">: <o:p></o:p></span></i></p>
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><i><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> </span></i><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> - Розчин лугу має __________________ середовище.<o:p></o:p></span></p>
<p style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm;"><span lang="UK" style="font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> - Розчин лугу можливо виявити за допомогою
таких індикаторів : _________.<o:p></o:p></span></p></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><span style="color: #2b00fe;">Взаємодія лугів з кислотами</span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhzNq6bSnpJy-36i33DL6caYyPb6k7TQbmeTpKGF_-FKTtR8zCfW6tXHxgcYg_b1H9h20lzybxNAbrKELkSUnoysviIzCcJsRloFyp1IvjqWxCco3P4mF72SdMgr-EyQgnjem81gtCvObvcr94qrX1UuRpGUr2UM2I_5H4I6Q7VN8H6VwQsuSd6hOb58g" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="172" data-original-width="1022" height="133" src="https://blogger.googleusercontent.com/img/a/AVvXsEhzNq6bSnpJy-36i33DL6caYyPb6k7TQbmeTpKGF_-FKTtR8zCfW6tXHxgcYg_b1H9h20lzybxNAbrKELkSUnoysviIzCcJsRloFyp1IvjqWxCco3P4mF72SdMgr-EyQgnjem81gtCvObvcr94qrX1UuRpGUr2UM2I_5H4I6Q7VN8H6VwQsuSd6hOb58g=w424-h133" width="424" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/iyUvBZq-XEg" width="320" youtube-src-id="iyUvBZq-XEg"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><h2 style="text-align: left;"><i><u><span style="color: #04ff00;">Тренувальна вправа</span></u></i></h2><div><br /><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgPm0tKTYqh90Xj-Ryzzyn4HvNcZGU5rwUV9-06_z_FJb9gKGU8g6rIFb71XgM2irViduRMt8AEMhbnvloZxUC-WdApD1JnEHVtYv2GtoZbAvml5-4LpTAe4Rm_8fpYqE_b0MxUXH_2qCl0EJwCgz6y6oNiXmXarQwqI_IWkNEaQwNwGJoHun35Jagzkg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="598" data-original-width="598" height="348" src="https://blogger.googleusercontent.com/img/a/AVvXsEgPm0tKTYqh90Xj-Ryzzyn4HvNcZGU5rwUV9-06_z_FJb9gKGU8g6rIFb71XgM2irViduRMt8AEMhbnvloZxUC-WdApD1JnEHVtYv2GtoZbAvml5-4LpTAe4Rm_8fpYqE_b0MxUXH_2qCl0EJwCgz6y6oNiXmXarQwqI_IWkNEaQwNwGJoHun35Jagzkg=w421-h348" width="421" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></div><br /><p class="MsoNormal"></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">Задача </span></b><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;">. Сульфатна кислота масою 16 г прореагувала з натрій
гідроксидом. Обчисліть масу утвореної солі.<o:p></o:p></span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: UK;"> 👍👍👍💓👧👦👨👩👏</span></p><br /><p></p></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-23231733833349895652022-03-14T01:17:00.001-07:002022-03-14T01:17:24.451-07:00Хімія . 7 класи Вода. Розчини.<p> Вітаю!!!</p><p>Пригадаємо властивості води: (перегляньте відео)</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/iSlWYE1Hjs4" width="320" youtube-src-id="iSlWYE1Hjs4"></iframe></div><div class="separator" style="clear: both; text-align: center;">Занотуйте всі властивості у зошит.</div><div class="separator" style="clear: both; text-align: center;">Вода є дуже гарним розчинником, чому?</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/Y9xKX3XJSxA" width="320" youtube-src-id="Y9xKX3XJSxA"></iframe></div><br /><div class="separator" style="clear: both; text-align: center;">Запишіть будову молекули води.</div><div class="separator" style="clear: both; text-align: center;">На останок - виконайте тести за даною темою.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="homework-share-title" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 25px; margin-bottom: 0px;">Повідомте учням</div><div class="homework-share-code" style="-webkit-font-smoothing: antialiased; background-color: white; border-radius: 4px; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 16px;"><div class="homework-code-title" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 20px;">Код доступу <span class="homework-code" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; color: #ffbc00; font-size: 40px; font-weight: 700; margin-left: 10px;">6283662</span></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Попросіть учнів використати цей код,<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" />відкривши посилання<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" /><a href="http://join.naurok.ua/" style="-webkit-font-smoothing: antialiased; background-color: transparent; box-sizing: border-box; color: #2979ff;" target="_blank">join.naurok.ua</a></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">до 20 березня 19.00</div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Це ваша оцінка.</div></div><p><br /></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-31763280384991848382022-03-13T23:19:00.002-07:002022-03-13T23:19:39.314-07:00Біологія 9-А.Бкласи Популяція живих організмів<p> Добрий ранок (день, вечір)!!!</p><p>Подивись відео </p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/WzUXsNMMLEE" width="320" youtube-src-id="WzUXsNMMLEE"></iframe></div>Визнач основні характеристики популяції та запиши їх у зошит<div>Дай відповіді на тестові запитання ,а відповіді запиши в коментарі ( наприклад - 1в,2б і так далі)</div><div><br /><p></p><p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">1. Наявність популяцій у
природі пов′язана: а) з однаковими умовами існування у межах ареалу; б) з
нерівномірними умовами існування у межах ареалу.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">2. Маса особин популяції, що
припадає на одиницю площі або об′єму – це: а)чисельність популяції; б) густота
популяції; в) біомаса популяції; г)народжуваність; д) приріст популяції.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">3. Середнє число особин
популяції, що припадає на одиницю площі або об′єму – це:<span style="mso-spacerun: yes;"> </span>а)чисельність популяції; б) густота
популяції; в) біомаса популяції; г)народжуваність; д) приріст популяції.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">4. Розподіл особин популяції по
території, яку вона займає, це: а)<span style="mso-spacerun: yes;">
</span>статева структура; б) вікова структура; в) просторова структура; г)
етологічна структура.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">5. Система взаємозв′язків між
особинами популяції, що проявляється в їхній поведінці, - це :<span style="mso-spacerun: yes;"> </span>а)<span style="mso-spacerun: yes;">
</span>статева структура; б) вікова структура; в) просторова структура; г)
етологічна структура.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">6. Підтримання чисельності
популяції на оптимальному рівні – це: а)густота популяції; б) гомеостаз
популяції; в) структура популяції. <o:p></o:p></span></p><br /><p></p></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-59846637166168831592022-01-12T12:03:00.006-08:002022-01-12T12:31:06.668-08:00Хмари слів<a href="https://wordart.com/tjl7sz66vppp/word-art%201" target="_blank">Планета Зе</a>мля <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj5yQnNpAqzxHat9Om7MCca-pBSrtyPnmurqnj_jZWy3Aq3CBdaDKYZczF4Nf3Q62kuWf4TcF9tBHQ8m9ZmwhSeC-ZazY4PsoLRfIjJZ9RHa33ep2SwhOjcE4BE0bSbcAkZKiIpZTsdNsWy5Yex2g7m5Fo3tLMohbIAWf3jZpnokaM9oWq6ldJdMhms_Q=s707" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="707" data-original-width="707" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEj5yQnNpAqzxHat9Om7MCca-pBSrtyPnmurqnj_jZWy3Aq3CBdaDKYZczF4Nf3Q62kuWf4TcF9tBHQ8m9ZmwhSeC-ZazY4PsoLRfIjJZ9RHa33ep2SwhOjcE4BE0bSbcAkZKiIpZTsdNsWy5Yex2g7m5Fo3tLMohbIAWf3jZpnokaM9oWq6ldJdMhms_Q=s320" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEicqf0WT4ojM1wkQQxjvK19RP43Njr6Qvky8qwhRY77ScmAlrPnWRGWpb_p6nAI_ugfL8AkQYna62RWUj7utXhgNdJM-RA9Go9XR9kLJb4Ko_EmlVg8a4X7zOQPJiCmixhdSAdCQI8VJgN7cIS1zc73EwMlBxIEd-iHLnViGQfVf5KfBvvbx6y3_suoBg=s749" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="749" data-original-width="667" height="320" src="https://blogger.googleusercontent.com/img/a/AVvXsEicqf0WT4ojM1wkQQxjvK19RP43Njr6Qvky8qwhRY77ScmAlrPnWRGWpb_p6nAI_ugfL8AkQYna62RWUj7utXhgNdJM-RA9Go9XR9kLJb4Ko_EmlVg8a4X7zOQPJiCmixhdSAdCQI8VJgN7cIS1zc73EwMlBxIEd-iHLnViGQfVf5KfBvvbx6y3_suoBg=s320" width="285" /></a></div><br /><div><br /><div><a href="https://wordart.com/1xqxr6t15mi2/word-art%202" target="_blank">Пагін</a></div></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com1tag:blogger.com,1999:blog-1597718628886636675.post-62065064469394194892021-11-03T15:28:00.001-07:002021-11-03T15:28:23.894-07:00Інновації в освіті<p><a href="https://www.canva.com/design/DAEusiFA2is/eRlalUQAJMDP2JeFPDjnTg/view?utm_content=DAEusiFA2is&utm_campaign=designshare&utm_medium=link2&utm_source=sharebutton">Презентація</a> </p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-31127216080546396032021-03-08T14:50:00.002-08:002021-03-08T14:50:54.636-08:00Інструкція щодо вирощування кристалів<p> <a href="https://www.powtoon.com/s/gkkee0UV3HI/1/m" target="_blank">Як виростити кристал</a></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-73276069466066408692020-11-05T01:07:00.005-08:002020-11-05T02:41:19.542-08:00Біологія - 8-А,Б класи. Функції і будова скелетних м'язів. Робота м'язів. Втома м'язів. <p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-jbk4GZPOrzQ/X6O_8c2qsJI/AAAAAAAAXNU/bxq-1jL_Lu4utjHoOPt2tYEwGguLHfTSACLcBGAsYHQ/s512/unnamed.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="502" data-original-width="512" height="628" src="https://1.bp.blogspot.com/-jbk4GZPOrzQ/X6O_8c2qsJI/AAAAAAAAXNU/bxq-1jL_Lu4utjHoOPt2tYEwGguLHfTSACLcBGAsYHQ/w640-h628/unnamed.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-HPwIo5K8g4c/X6O9a9NtidI/AAAAAAAAXMs/FdijfyNBkXQH-PIVKjiu8D6P_dTI6GEfwCLcBGAsYHQ/s1024/slide-5.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="767" data-original-width="1024" height="300" src="https://1.bp.blogspot.com/-HPwIo5K8g4c/X6O9a9NtidI/AAAAAAAAXMs/FdijfyNBkXQH-PIVKjiu8D6P_dTI6GEfwCLcBGAsYHQ/w400-h300/slide-5.jpg" width="400" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-sCvjHMSTwn4/X6O9RA1gO_I/AAAAAAAAXMo/kWLx0ycmltU8rTz7mtZZtbEBgkVMgNkcwCLcBGAsYHQ/s400/%25D0%25B1%25D1%2583%25D0%25B4%25D0%25BE%25D0%25B2%25D0%25B0%2B%25D0%25BC%25D1%258F%25D0%25B7%25D0%25B0-w400.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="265" data-original-width="400" src="https://1.bp.blogspot.com/-sCvjHMSTwn4/X6O9RA1gO_I/AAAAAAAAXMo/kWLx0ycmltU8rTz7mtZZtbEBgkVMgNkcwCLcBGAsYHQ/s320/%25D0%25B1%25D1%2583%25D0%25B4%25D0%25BE%25D0%25B2%25D0%25B0%2B%25D0%25BC%25D1%258F%25D0%25B7%25D0%25B0-w400.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-9LTJ2FqV3Qc/X6O9NfaNlnI/AAAAAAAAXMg/vn_AUSsGX0oYMYCYktzwNvI0o1gWMJ7PgCLcBGAsYHQ/s700/4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="700" src="https://1.bp.blogspot.com/-9LTJ2FqV3Qc/X6O9NfaNlnI/AAAAAAAAXMg/vn_AUSsGX0oYMYCYktzwNvI0o1gWMJ7PgCLcBGAsYHQ/s320/4.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-ea49xErtV0A/X6O9IXj0GGI/AAAAAAAAXMc/Uobh-W6g9WUrQDlcxr5yDneDgpSTF_7QwCLcBGAsYHQ/s700/Bone_cross-section_uk.svg.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="700" src="https://1.bp.blogspot.com/-ea49xErtV0A/X6O9IXj0GGI/AAAAAAAAXMc/Uobh-W6g9WUrQDlcxr5yDneDgpSTF_7QwCLcBGAsYHQ/s320/Bone_cross-section_uk.svg.png" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-cWMWR8o25ss/X6O9BY8DegI/AAAAAAAAXMY/pkXRaSPIOe0e6BUPxNXMn-mGOW1TNVtjACLcBGAsYHQ/s709/05.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="709" src="https://1.bp.blogspot.com/-cWMWR8o25ss/X6O9BY8DegI/AAAAAAAAXMY/pkXRaSPIOe0e6BUPxNXMn-mGOW1TNVtjACLcBGAsYHQ/s320/05.jpg" width="320" /></a></div><b><span style="color: red;">Виконати тести до 19.00 5 листопада.</span></b><br /><p></p><p><span face="Roboto, sans-serif" style="background-color: white; color: #333333; font-size: 25px;">Повідомте учням</span></p><div class="homework-share-code" style="-webkit-font-smoothing: antialiased; background-color: white; border-radius: 4px; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 16px;"><div class="homework-code-title" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 20px;">Код доступу <span class="homework-code" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; color: #ffbc00; font-size: 40px; font-weight: 700; margin-left: 10px;">3763004</span></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Попросіть учнів використати цей код,<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" />відкривши посилання<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" /><a href="http://join.naurok.ua/" style="-webkit-font-smoothing: antialiased; background-color: transparent; box-sizing: border-box; color: #2979ff;" target="_blank">join.naurok.ua</a></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><a href="https://naurok.com.ua/prezentaciya-z-biologi-dlya-8-klasu-na-temu-robota-m-yaziv-vtoma-m-yaziv-71900.html" target="_blank">Будова м'язів.</a></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/bBKnCyJiVs4" width="320" youtube-src-id="bBKnCyJiVs4"></iframe></div><br /><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Виконати дослідження про статичне та динамічне навантаження м'язів. - звіт оформіть у зошит, висновки доповніть. </div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;"><p align="center" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><strong><em><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><u><span class="Apple-style-span" style="color: #3366ff;">Лабораторна робота № 2</span></u></span></span></em></strong></p><p align="center" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><strong><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: red;">Тема</span></span></span></strong><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: red;">:</span> <span class="Apple-style-span" style="color: green;"><strong><em>Втома при статичному і динамічному навантаженні. Вплив ритму і навантаження на розвиток втоми.</em></strong></span></span></span></p><p align="center" style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p align="center" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><strong><em><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">Хід роботи</span></span></em></strong></p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"><strong><em><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: teal;">1. Визначення втоми при статичному і динамічному навантаженні</span></span></span></em></strong></p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">- Візьміть вантаж масою 3 кг і тримайте його витягнутою рукою на рівні плеча. Зафіксуйте час, коли рука почне опускатися тремтіти і зовсім опуститься. Це настала втома __________________.</span></span></p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">- Після відпочинку візьміть той самий вантаж у руку , піднімайте його на той самий рівень і опускайте. Зафіксуйте час втоми в цьому випадку __________________ .</span></span></p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><u><strong><span class="Apple-style-span" style="color: #ff6600;">Висновок:</span></strong></u> <span class="Apple-style-span" style="color: #6633cc;">При статичній роботі стомлення відбулося (швидко, повільно) , а при чергуванні роботи м'язів у проміжках між скороченнями втома наступає через (більший, менший) проміжок часу.</span></span></span></p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"><strong><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: teal;">2. Вплив ритму роботи і навантаження на розвиток втоми</span></span></span></strong></p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">- Послідовно згинайте руку з гантелями з різною масою (1, 2,3, кг)( замініть побутовими предметами - наприклад пляшкою води різного об'єму) з однаковою швидкістю. У кожному випадку порахуйте кількість рухів і час втомлення. Дані занесіть у таблицю:</span></span><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif; font-size: medium;"> </span></p><table align="center" border="1" cellpadding="3" cellspacing="0" style="background-color: #99ccff; color: black; font-family: Arial, Verdana; font-size: 12px;"><tbody><tr><td align="center" style="font-size: 13px; width: 260px;" valign="top"><p><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><strong><span class="Apple-style-span" style="color: #993300;">Маса гантелі</span></strong></span></span></p></td><td style="width: 260px;" valign="top"><p><span style="color: #993300; font-family: arial, helvetica, sans-serif; font-size: small;"><b>кількість рухів</b></span></p></td><td style="width: 270px;" valign="top"><p><span style="color: #993300; font-family: arial, helvetica, sans-serif; font-size: small;"><b>час втомлення</b></span></p></td></tr><tr><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"> 1 кг</span></span></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><br /></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"> </p></td></tr><tr><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">2 кг</span></span></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><br /></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"> </p></td></tr><tr><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;">3 кг</span></span></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"><br /></p></td><td style="font-size: 13px;" valign="top" width="232"><p style="text-align: center;"> </p></td></tr></tbody></table><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"><span class="Apple-style-span" style="font-family: arial, helvetica, sans-serif;"><span class="Apple-style-span" style="font-size: medium;"><span class="Apple-style-span" style="color: green;"><strong><span class="Apple-style-span" style="color: #ff6600;"><em>Висновок</em></span></strong><em>:</em><span class="Apple-style-span" style="color: #6633cc;"> </span></span><span class="Apple-style-span" style="color: #6633cc;">при підніманні гантелів з різною масою ми спостерігали, що, збільшуючи навантаження, втома наступала (повільніше, швидше), причиною є (швидка, повільна) витрата енергії м'язами, значне споживання кисню яке зменшує окисні процеси.</span></span></span></p><p align="justify" style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"> </p><p style="color: black; font-family: Arial, Verdana; font-size: 12px;"><br /></p></div></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-57007170153652114092020-11-04T03:12:00.001-08:002020-11-04T03:12:24.242-08:00Біологія - 9Б клас. Узагальнення знань. Самостійна робота з теми :"Хімічний склад клітини"<p><b><span style="font-family: courier; font-size: medium;"> Повторимо вивчений матеріал за презентацією:</span></b></p><p><b><span style="font-family: courier; font-size: medium;"><a href="https://www.slideshare.net/OlgaMospan/ss-73981336" target="_blank">Хімічний склад клітини</a></span></b><br /></p><p><b><br /></b></p><p><b><i><span style="font-size: large;">Виконайте тести - до 5 листопада 15.00 .</span></i></b></p><p><b><i><span style="font-size: large;"> Час виконання 40 хв.</span></i></b></p><div class="homework-share-title" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 25px; margin-bottom: 0px;">Повідомте учням</div><div class="homework-share-code" style="-webkit-font-smoothing: antialiased; background-color: white; border-radius: 4px; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 16px;"><div class="homework-code-title" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 20px;">Код доступу <span class="homework-code" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; color: #ffbc00; font-size: 40px; font-weight: 700; margin-left: 10px;">9895298</span></div><div class="homework-code-info" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; font-size: 18px;">Попросіть учнів використати цей код,<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" />відкривши посилання<br style="-webkit-font-smoothing: antialiased; box-sizing: border-box;" /><a href="http://join.naurok.ua/" style="-webkit-font-smoothing: antialiased; background-color: transparent; box-sizing: border-box; color: #2979ff;" target="_blank">join.naurok.ua</a></div></div>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-36136924667143130142020-11-03T02:26:00.002-08:002020-11-05T02:48:54.083-08:00Хімія. 11-А,Б класи. Хімічний зв'язок. Водневий та металічний зв'язок.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-A_8ArJZtiTg/X6EvGdvATSI/AAAAAAAAXJ0/kVsWTlUR8E4YRwMNygd-tCEGwNZKH_23ACLcBGAsYHQ/s960/002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://1.bp.blogspot.com/-A_8ArJZtiTg/X6EvGdvATSI/AAAAAAAAXJ0/kVsWTlUR8E4YRwMNygd-tCEGwNZKH_23ACLcBGAsYHQ/w400-h300/002.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-vdkF56ldiss/X6EvW7l70pI/AAAAAAAAXKI/U3iaJgdI1UIKf50TXi5slShP1omSitgkACLcBGAsYHQ/s299/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="299" height="359" src="https://1.bp.blogspot.com/-vdkF56ldiss/X6EvW7l70pI/AAAAAAAAXKI/U3iaJgdI1UIKf50TXi5slShP1omSitgkACLcBGAsYHQ/w640-h359/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.jpg" width="640" /></a></div> <div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-6l-Lqiu4BtY/X6EvaNbySmI/AAAAAAAAXKM/8WUdSNyGcp4tSlKb4R67HnMEQ9oeY8K-QCLcBGAsYHQ/s421/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="120" data-original-width="421" src="https://1.bp.blogspot.com/-6l-Lqiu4BtY/X6EvaNbySmI/AAAAAAAAXKM/8WUdSNyGcp4tSlKb4R67HnMEQ9oeY8K-QCLcBGAsYHQ/s320/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.png" width="320" /></a></div><br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-DAjIMSHR5tM/X6EvO9v474I/AAAAAAAAXKA/XA125Qmc_R8gL7UX4265VSbZsMb3CtiwwCLcBGAsYHQ/s220/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="176" data-original-width="220" height="219" src="https://1.bp.blogspot.com/-DAjIMSHR5tM/X6EvO9v474I/AAAAAAAAXKA/XA125Qmc_R8gL7UX4265VSbZsMb3CtiwwCLcBGAsYHQ/w274-h219/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.png" width="274" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Dwm5mN1rhhc/X6EvMbZHPSI/AAAAAAAAXJ8/lN2SLXM9lIwY-llbaXJR-9FnkC-NEX_OACLcBGAsYHQ/s279/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="181" data-original-width="279" height="416" src="https://1.bp.blogspot.com/-Dwm5mN1rhhc/X6EvMbZHPSI/AAAAAAAAXJ8/lN2SLXM9lIwY-llbaXJR-9FnkC-NEX_OACLcBGAsYHQ/w640-h416/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-zHR6_WP2YHY/X6EvH0-mzaI/AAAAAAAAXJ4/96Z7kXsYa6wt3zwnga9Bk-Y56BA_HJ4NwCLcBGAsYHQ/s700/12.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="394" data-original-width="700" height="360" src="https://1.bp.blogspot.com/-zHR6_WP2YHY/X6EvH0-mzaI/AAAAAAAAXJ4/96Z7kXsYa6wt3zwnga9Bk-Y56BA_HJ4NwCLcBGAsYHQ/w640-h360/12.jpg" width="640" /></a><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-KzfmjB2mDlk/X6EvSata-1I/AAAAAAAAXKE/vhQFq0mSg3YjtSYOaN6VsGfNdZu-lghOgCLcBGAsYHQ/s299/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25282%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="299" height="360" src="https://1.bp.blogspot.com/-KzfmjB2mDlk/X6EvSata-1I/AAAAAAAAXKE/vhQFq0mSg3YjtSYOaN6VsGfNdZu-lghOgCLcBGAsYHQ/w640-h360/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25282%2529.jpg" width="640" /></a></div></div><br /><br /><p></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-46484891744752684422020-11-01T23:59:00.000-08:002020-11-01T23:59:00.356-08:00Хімія .-8-Б,В класиЕлектронна оболонка атомів<p> </p><p class="MsoNormalCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><i>Відгадаємо загадку</i></span></p><p class="MsoNormalCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">На
базарі їх не купиш,<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">На
дорозі не знайдеш,<o:p></o:p></span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Їх
не зважиш на терезах<o:p></o:p></span></p>
<p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">І
ціни не підбереш.<o:p></o:p></span></p><p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><br /></span></p><p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"></span></p><p class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Дати
пояснення таким поняттям, термінам.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Атомна
маса.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Група.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Період.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Електрони.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Протони.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Нейтрони.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Нуклонне
число.<o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Протонне
число.</span><span style="font-family: "Times New Roman", serif; font-size: 14pt; line-height: 150%; text-indent: -18pt;"><span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman", serif; font-size: 14pt; line-height: 150%; text-indent: -18pt;"> Ядро.</span></p>
<p class="MsoNormal" style="break-after: avoid; line-height: 150%; margin: 0cm 0cm 0.0001pt 11.05pt;"><a name="bookmark0"><span style="font-size: 14pt; line-height: 150%;"><span style="color: #6aa84f;"><b>Гра
«Укажіть елемент» </b></span></span></a><a name="bookmark1"></a><span style="font-size: 14pt; line-height: 150%;"><o:p></o:p></span></p><p></p><p class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Порядковий номер елемента 13.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><a name="bookmark2"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Заряд ядра атома + 20.</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><a name="bookmark3"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Відносна атомна
маса елемента 52.<o:p></o:p></span></a></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">3агальна кількість електронів у атомі
15.</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><a name="bookmark4"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">У ядрі цього атома 21 протон.</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><a name="bookmark5"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Елемент II періоду V групи.</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><a name="bookmark6"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Радіоактивний елемент VII періоду II
групи головної підгрупи.</span></a><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Елемент
II групи, атом якого має 2 енергетичні рівні.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">9.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Сума протонів та нейтронів у атомі цього елемента – 24.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">10.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Сума протонів та нейтронів у атомі цього
елемента – 48.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">11.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Хімічний елемент входить до складу
сульфатної кислоти, мешкає в III періоді VI групи.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">12.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Заряд ядра атома +17.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">13.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Кількість електронів у атомі 25.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">14.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Елемент, що
відповідає за міцність кісток людини. Його відносна атомна маса – 40.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">15.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"> У
ядрі атома 29 протонів. <o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">16.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Загальна кількість електронів у атомі 7.
<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">17.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Нуклонне число в атомі елемента 65.<o:p></o:p></span></p><p class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">18.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"> Існування
цього елемента передбачив і описав його властивості Д.І. Менделєєв. Елемент
знаходиться в І</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">V </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">періоді III груп</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-ansi-language: EN-US;">и</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">
головної підгрупи.<o:p></o:p></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">
</p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman";">19.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Хімічний елемент IV періоду VIII групи
побічної підгрупи, що входить до складу крові людини.<o:p></o:p></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;">Вивчення нового матеріалу. - Переглянемо матеріал за презентацією - <a href="https://www.slideshare.net/labinskiir-33/ss-45387286" target="_blank">презентація</a></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;">домашнє завдання- орацювати парагафи - написати будову атома Карбону та Нітрогену.</p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><br /></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><br /></span></p><p class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt; text-justify: inter-ideograph;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 150%;"><br /></span></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-73422175220023776402020-11-01T23:35:00.003-08:002020-11-03T23:20:15.696-08:00Хімія. 7-А,Б,В класи. Відносна атомна маса.<p> </p><h1 style="line-height: 150%; text-align: justify; text-indent: 1cm;"><b><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><span style="background-color: white; color: #676767; font-family: "Open Sans", sans-serif; font-size: 14px; text-align: start; text-indent: 0px;">Прочитаємо формули речовин: Н2О ,SiO2 ,ZnO , СО2 , NaCl , СН4 ,С6Н12О6 , Na2CO3.,</span></span><span style="background-color: white; color: #676767; font-family: "Open Sans", sans-serif; font-size: 14px; text-align: left;">N2, , Cl2, Н2, О2, О3 .</span></b></h1><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">1.<span style="mso-tab-count: 1;"> </span>Якими одиницями маси ми користуємося в
побуті? (г,кг, т.)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">2.<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>Чи можна в цих одиницях вимірювати масу атома? <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Атом – дуже дрібна
частинка. Його<span style="mso-spacerun: yes;"> </span>розмір<span style="mso-spacerun: yes;"> </span>10-14.<span style="mso-spacerun: yes;">
</span>Якщо атом збільшити до розміру друкарської крапки, то пропорційно
збільшена людина матиме зріст близько 7 км. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; tab-stops: 317.25pt; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Тому маси атомів дуже малі. <span style="mso-tab-count: 1;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Наприклад, маса атома
Гідрогену становить: mа (Н) =1,66 • 10–24г або 1,66 • 10–27кг<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">За пам’ятати такі
числа надзвичайно важко, а користуватися ними під час обчислень дуже незручно. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">3.<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>Через це на початку ХІХ ст.<span style="mso-spacerun: yes;"> </span>Дж.
Дальтон запропонував увести еталон порівняння маси.<span style="mso-spacerun: yes;"> </span>Зараз використовують не реальну, а відносну
атомну масу. За одиницю відліку використовували mа (Н), потім 1/16 mа (О), нині
– 1/12 mа (С)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">4.<span style="mso-tab-count: 1;"> </span>1/12 mа (С) назвали атомною одиницею
маси (а.о.м.) Поділимо масу 1 атома Карбону на 12 та дізнаємося, скільки це
грамів:<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">1,993 • 10–24 г : 12
≈1,66 • 10–24 г<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">1а.о.м. =1/12 mа (С)
,<span style="mso-spacerun: yes;"> </span>1а.о.м. =<span style="mso-spacerun: yes;"> </span>1,66• 10–24 г або 1,66 • 10–27 кг<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">З нею порівнюють маси
атомів різних елементів задля встановлення відносних атомних мас хімічних
елементів.<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">5.<span style="mso-tab-count: 1;"> </span>Відносна атомна маса Аr<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Відносна атомна маса –
це фізична валичина, що визначається відношенням маси атома елемента до 1/12 mа
(С)<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Відносна атомна маса
хімічного елемента (Ar) показує, у скільки разів маса атома даного хімічного
елемента більша<span style="mso-spacerun: yes;"> </span>за 1/12 маси атома
Карбону. <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Ar не має одиниць
вимірювання, тобто є безрозмірною величиною.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 18.6667px; line-height: 150%;">6.<span style="white-space: pre;"> </span>Ar знаходять по ПС:</span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 18.6667px; line-height: 150%;"></span></p><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Ar(О) = 16<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Ar(S) = 32<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">ArCl) = 35,5<o:p></o:p></span></p>Закріплення знань:<p></p><p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 18.6667px; line-height: 150%;"></span></p><p class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri;">1) З допомогою періодичної системи визначте округлені
значення відносної атомної маси таких елементів: Флуор, Натрій, Фосфор, Хлор
(35,5), Аргентум, Аурум.<o:p></o:p></span></p><p class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-language: EN-US;"><span style="mso-list: Ignore;">2)<span style="font: 7pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">У скільки разів атом Магнію важче за атом Карбону?<o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Ar(</span><span lang="EN-US" style="font-size: 14pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Mg</span><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">) = 24, <o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Ar(</span><span lang="EN-US" style="font-size: 14pt; line-height: 150%; mso-ansi-language: EN-US; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">C</span><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">) = 12.<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></p>
<p class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 1cm;"><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">.Атом Магнію важче за атом Карбону у 2 рази.<o:p></o:p></span></p><p class="MsoNormal" style="text-align: justify;"><b><span lang="UK" style="font-size: 14pt; mso-ansi-language: UK; mso-fareast-font-family: Calibri;">Домашнє завдання.</span></b></p><p class="MsoNormal" style="text-align: justify;"><span lang="UK" style="font-size: 14pt;"><i>Прочитати параграф </i></span></p><p class="MsoNormal" style="text-align: justify;"><b><span lang="UK" style="font-size: 14pt; mso-ansi-language: UK; mso-fareast-font-family: Calibri;">Завантажити
</span></b><b><i><span lang="UK" style="font-size: 14pt;"><span style="color: #741b47;">Гру «Періодична таблиця - вікторина»</span><span style="color: red;"><o:p></o:p></span></span></i></b></p>
<p class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1cm;"><b><i><span lang="UK" style="font-size: 14pt; line-height: 150%; mso-ansi-language: UK; mso-fareast-language: EN-US;"><a href="https://play.google.com/store/apps/details?id=pl.paridae.app.android.timequiz.periodictable">https://play.google.com/store/apps/details?id=pl.paridae.app.android.timequiz.periodictable</a></span></i></b></p><p class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1cm;"><b><i>У скільки разів атом Оксигену важчий за атом Гідрогену, атом Калію за атом Кальцію?</i></b></p><p class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 1cm;"><b><i><span style="color: #cc0000;">Скріншот гри та відповіді до задачі надішліть на адресу Olenka6vec@gmail.com</span></i></b></p><br /><p></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-34572375080736071532020-09-23T12:47:00.002-07:002020-09-23T12:47:48.992-07:00Цікавинки з досвіду 🤔🤝<p></p><div class="separator" style="clear: both; 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margin-right: 1em;"><img border="0" data-original-height="1280" data-original-width="720" height="320" src="https://1.bp.blogspot.com/-j2uY7yNdq14/X2uXvX0yJDI/AAAAAAAAWf0/EVrC8sOnreA10OVuDrd--yMBu47lBpG6gCLcBGAsYHQ/s320/Screenshot_20200923-212130_Gallery.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /></div>Wizer.me</div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-nGndWr8qtZ8/X2uPuFNa2NI/AAAAAAAAWeA/PAyIRf-2faQ9uT2OucbRuwnR-2ebYaxzQCLcBGAsYHQ/s320/1564681695461.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="320" data-original-width="180" src="https://1.bp.blogspot.com/-nGndWr8qtZ8/X2uPuFNa2NI/AAAAAAAAWeA/PAyIRf-2faQ9uT2OucbRuwnR-2ebYaxzQCLcBGAsYHQ/s0/1564681695461.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /> <p></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-29727904109789591592020-09-17T01:00:00.001-07:002020-09-17T01:14:07.174-07:00Біологія . 8 клас.Тканини. Органи. Фізіологічні системи <p> Добрий день!!!</p><p class="MsoNormal" style="margin-bottom: 0cm;"><span lang="UK" style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%; mso-ansi-language: UK; mso-themecolor: text1;">Проведемо біологічний диктанту з теми “Клітина”.<o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%;">1.
<i style="mso-bidi-font-style: normal;">Вправа</i> «<i style="mso-bidi-font-style: normal;">Вірю – не вірю».</i><o:p></o:p></span></p>
<p class="MsoNormal" style="margin-bottom: 0cm;"><i style="mso-bidi-font-style: normal;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">Чи
вірите Ви, що…..<o:p></o:p></span></i></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">1…..клітина є елементарною
структурною і функціональною одиницею організму.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">2….усі клітини побудовані за
єдиним планом.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">3…кожна клітина ззовні вкрита
клітинною стінкою.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">4…цитоплазма – в’язка, напіврідка
речовина, в якій містяться органели.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">5…рибосоми беруть участь в
синтезі білків.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">6…ендоплазматична сітка
представлена системою плоских замкнених мішечків – цистерн, які обмежені
мембраною.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">7…всі клітини організму людини
мають ядро.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">8…мітохондрії вкриті подвійною
мембраною.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">9….комплексі Гольджі формуються
мітохондрії.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">10…включення – непостійні
утворення клітини.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">11….рибосом багато в клітинах
тканин, які швидко ростуть.<o:p></o:p></span></p>
<p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">12…основна функція мітохондрій –
синтез енергії.<o:p></o:p></span></p><p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;">(Відповіді записуємо в зошит і присилаємо на перевірку)</span></p><p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;"></span></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><span style="color: #2b00fe;">Діти, коли ви бігаєте , які клітини , органи, системи органів у вас в цей час працюють?</span></div><br /></div>Перед вами тканини людини, вони такі , як у тварин? Можете пригадати їх функції, назви? <p></p><p class="MsoNoSpacing" style="line-height: 115%;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-PwDqXiYTPCY/X2MUhxmq9kI/AAAAAAAAWM4/PBjPk8ny-Uwy2eJ64fPfddUIRZRl6WhCACLcBGAsYHQ/s283/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25284%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="178" data-original-width="283" height="403" src="https://1.bp.blogspot.com/-PwDqXiYTPCY/X2MUhxmq9kI/AAAAAAAAWM4/PBjPk8ny-Uwy2eJ64fPfddUIRZRl6WhCACLcBGAsYHQ/w640-h403/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25284%2529.jpg" width="640" /></a></div><br /><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;"><br /><span style="color: red;">Тканини </span>- це сукупність клітин однакових за будовою, що виконують однакову функцію.</span><p></p><p class="MsoNoSpacing" style="line-height: 115%;"><span lang="UK" style="font-size: 14pt; line-height: 115%; mso-ansi-language: UK;"><a href="https://naurok.com.ua/prezentaciya-do-uroku-z-temi-tkanini-lyudini-41532.html" target="_blank">ПРЕЗЕНТАЦІЯ</a></span></p><p class="MsoNoSpacing" style="line-height: 115%;">Перегляньте презентацію, складіть схему видів тканин людини та виконайте Лабораторне дослідження 1. Ознайомлення з препаратами тканин людини.( в презентації є таблиця в якій ви записуєте по одному прикладу різних видів тканин людини.) Роботу надсилаєте 17 вересня.</p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-38955632387345421092020-09-16T03:41:00.032-07:002020-09-16T03:58:47.099-07:00Біологія . 9 клас.Вода та її основні фізико-хімічні властивості. Інші неорганічні сполуки.<p> Бесіда:</p><p> - Що вивчає біологія?</p><p>- Про що вивчають такі науки: ботаніка, зоологія, біофізика, екологія, генетика?</p><p> - Які рівні організації живого?</p><p> - Які методи дослідження можна використати в біології?</p><p>Який склад данних об'єктів: </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-ADYrdYBUbOY/X2HuZjmjKTI/AAAAAAAAWK8/B1veU0n0wyI-XTWMJdkTH_l1c7WXsA9BwCLcBGAsYHQ/s696/eac07d14f828b92c68fa2ef699c24d4f-696x398.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="398" data-original-width="696" src="https://1.bp.blogspot.com/-ADYrdYBUbOY/X2HuZjmjKTI/AAAAAAAAWK8/B1veU0n0wyI-XTWMJdkTH_l1c7WXsA9BwCLcBGAsYHQ/s320/eac07d14f828b92c68fa2ef699c24d4f-696x398.jpeg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-8hdXkx12Mmk/X2HuboNAo1I/AAAAAAAAWLA/KkueRqbVDc0DaA1NS2hjRi5UY9C9UNRjwCLcBGAsYHQ/s240/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25282%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="210" data-original-width="240" src="https://1.bp.blogspot.com/-8hdXkx12Mmk/X2HuboNAo1I/AAAAAAAAWLA/KkueRqbVDc0DaA1NS2hjRi5UY9C9UNRjwCLcBGAsYHQ/s0/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25282%2529.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-Q3mE0p6KT9U/X2HudfQ-rAI/AAAAAAAAWLE/AExCsaO-exYT4sn_aQ_zNMyRdjJwrlvrACLcBGAsYHQ/s297/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="170" data-original-width="297" src="https://1.bp.blogspot.com/-Q3mE0p6KT9U/X2HudfQ-rAI/AAAAAAAAWLE/AExCsaO-exYT4sn_aQ_zNMyRdjJwrlvrACLcBGAsYHQ/s0/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" /></a></div><br /><p>У кого з них найбільше води? </p><p>Всі клітини живих організмів мають такий склад: </p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-IxZSBmAbNhQ/X2HuyQnbMNI/AAAAAAAAWLU/6ldax3zV9jEqMnrjURz5iexBsT7NUX0gwCLcBGAsYHQ/s471/biologiya-9-anderson-6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="311" data-original-width="471" height="264" src="https://1.bp.blogspot.com/-IxZSBmAbNhQ/X2HuyQnbMNI/AAAAAAAAWLU/6ldax3zV9jEqMnrjURz5iexBsT7NUX0gwCLcBGAsYHQ/w400-h264/biologiya-9-anderson-6.jpg" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-iRAR5kvn_-I/X2HvujHeBVI/AAAAAAAAWLg/f8WiSiCc15gRrnwys1-LTsfHtaQ8hB0ZQCLcBGAsYHQ/s307/images%2B%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="307" data-original-width="164" src="https://1.bp.blogspot.com/-iRAR5kvn_-I/X2HvujHeBVI/AAAAAAAAWLg/f8WiSiCc15gRrnwys1-LTsfHtaQ8hB0ZQCLcBGAsYHQ/s0/images%2B%25281%2529.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><span style="color: #2b00fe;">Найважливішою рідиною є вода. Вона має будову: </span></b></div><div class="separator" style="clear: both; text-align: center;"><p class="MsoNormalCxSpFirst" style="margin-bottom: 3.75pt; mso-add-space: auto; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Як ви вже знаєте, формула води — H<sub>2</sub>O.
Молекула води складається з двох атомів Гідрогену й одного атома Оксигену </span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">.
Вона є диполем, що має позитивний і негативний заряд на полюсах. Завдяки такій
будові протилежно заряджені кінці диполя здатні притягуватись. Так виникає
водневий зв’язок. Саме ця особливість будови молекули води й зумовлює
властивості води</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">.<o:p></o:p></span></p></div><div><br /></div><div style="text-align: center;"><span style="color: #2b00fe;"><b>А завдяки будові має властивості: </b></span></div><div style="text-align: center;"><p class="MsoListParagraphCxSpFirst" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Має велику теплоємність</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Кипить за t = 100 °С, замерзає за t
= 0 °С</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%;">Має високу теплоту випаровування </span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">4.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">Гарний
розчинник <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">5.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">У
рідкому стані є прозорою рідиною <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">6.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">У
твердому агрегатному стані має меншу густину, ніж у рідкому <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">7.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">Має
високу теплопровідність <o:p></o:p></span></p>
<p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">8.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">Відзначається
великим поверхневим натягом.</span></p><p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;">Домашнє завдання : вивчити матеріал</span></p><p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"><br /></span></p><p class="MsoListParagraphCxSpLast" style="margin-bottom: 3.75pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: UK;"> <o:p></o:p></span></p></div><p><br /></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-25621682812627041902020-09-15T00:56:00.001-07:002020-09-15T00:56:31.429-07:0011 клас. Біологія. Загальні закономірності формування адаптацій. Поняття про преадаптацію та постадаптацію. <p>Бесіда: </p><p> - Що таке адаптація?</p><p> - Яке біологічне значення адаптацій?</p><p> - На яких рівнях організації живого можливі адаптації?</p><p> - Які пристосування виникають у тварин, рослин, людини?</p><p> - Чи всі адаптації є користними?</p><p>Розглянемо презентацію, послухайте пояснення та занотуйте ключові поняття уроку:</p><p> <a href="https://naurok.com.ua/prezentaciya-do-uroku-zagalni-zakonomirnosti-formuvannya-adaptaciy-113623.html" target="_blank">Презентація </a></p><p>Домашнє завдання : Вчити параграф 2, виконати вправи із презентації</p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-71477005536729948002020-09-14T23:53:00.004-07:002020-09-15T00:03:59.557-07:0011 клас. Хімія. Будова електронної оболонки атома<p><br /></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">Повторення знань “Знаходимо помилки в тексті та складаємо слово”: 1. (А) Головна характеристика хімічного елемента – це його відносна атомна маса. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">2. (М) Кількість протонів дорівнює порядковому номеру елемента. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">3. (Е) Періоди – це горизонтальні ряди в таблиці Д.І. Менделєєва. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">4. (У) Групи бувають великими та малими.</span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;"> 5. (Н) Нітроген, Фосфор, Арсен становлять головну підгрупу четвертої групи.</span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;"> 6. (Д) У Магнію на зовнішньому рівні два електрони. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">7. (К) У Силіцію 14 нейтронів. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">8. (Е) У Купруму заряд ядра +29.</span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;"> 9. (У) У Натрію чотири енергетичних рівня. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">10.(Л) Калій більш активніший метал ніж Літій. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">11. (Р) Схема будови електронних оболонок Хлору має вигляд: 2,8.6. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">12. (Є) До лужних металів належіть: Натрій, Калій , Літій, Цезій. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">13. (Р) Карбон є більш сильнішим неметалом ніж Нітроген. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">14. (Є) Флуор, Хлор, Бром, Йод – галогени. </span></p><p><span face=""Open Sans", sans-serif" style="background-color: white; color: #676767; font-size: 14px;">15. (В) На другому енергетичному рівні немає d-підрівня. </span></p><p> Розглянемо слайди презентації та послухайте пояснення: <span style="color: #2b00fe;"><b><a href="https://naurok.com.ua/prezentaciya-struktura-elektronno-obolonki-atoma-8-klas-10345.html" target="_blank">Будова електронних оболонок атома</a></b></span></p><p>Переглянемо відео про розміщення орбіталей у просторі:</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/1-6vJgZvzKk" width="320" youtube-src-id="1-6vJgZvzKk"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p>Домашнє завдання: вч.параг.1, створити короткий яскравий конспект "Будова електронної оболонки атома"</p><p><span style="color: #2b00fe;">Підготувати навчальний проект :"</span><span style="font-family: "Times New Roman", serif; font-size: 12pt;">Створення
3D-моделей атомів елементів"</span></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-23353391860731608722020-09-14T01:09:00.001-07:002020-09-14T01:09:23.093-07:008 клас. Хімія. Короткі історичні відомості про спроби класифікації хімічних елементів.<p> </p><p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Якщо хтось знаходиться у кабінеті хімії у певній школі у
Берліні, Монреалі, Стокгольмі чи у нашій державі, він, незважаючи на усі
відмінності, знайде одну спільну деталь. Це таблиця, де містяться усі елементи,
що утворюють все живе і неживе навколо нас,Періодична система хімічних
елементів імені Дмитра Івановича Менделеєва. <o:p></o:p></span></p><p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Скільки
речовин і об’єктів існує у Всесвіті! Але лише трішки більше сотні елементів є
їх складовими. Більше того, серед них є багато схожих один на одного, також
вони утворюють речовини із схожими властивостями. </span></p><p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"></span></p><p class="MsoListParagraph" style="margin-left: 117.25pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><!--[if !supportLists]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Класифікація речовин А.Лавуазьє<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Древні греки,
зокрема відомий мислитель Арістотель, вважали, що усі речовини складаються у
різних співвідношеннях з води, землі, вогню й повітря. Цією версією оперували й
ранні алхіміки.</span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><o:p></o:p></span><img alt="" src="data:image/png;base64,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" style="font-family: "Times New Roman", serif; font-size: 14pt; text-indent: 21.3pt;" /></p>
<p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">На картині Жака Луї Давида ви можете
бачити зображення Антуана Лорана Лавуазьє зі своєю дружиною Марією. Цей великий
хімік є для вас уже відомими. </span></p><p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span style="font-family: "Times New Roman", serif; font-size: 14pt; text-indent: 14.2pt;">У 1789 році світ світ побачила праця
«Елементарний курс хімії», де Лавуазьє перелічує близько 30 хімічних елементів.
Звичайно, чимало з них насправді елементами не були, адже, скажімо, вода це
складна речовина. З огляду на те, що тодішні вчені не оперували інструментами
для розкладання таких сполук на прості, помилково вважалось, що вони і є
елементарними, індивідуальними частинками («хімічними елементами»). Проте
великою заслугою Лавуазьє був поділ усіх відомих йому речовин на метали і
неметали. Цією першою науковою класифікацією ми користуємось і нині.</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">А тепер спробуємо уявити себе в ролі
Антуана Лавуазьє і самостійно спробувати здійснити поділ речовин на метали й
неметали. </span></p><p class="MsoListParagraphCxSpMiddle" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><i style="mso-bidi-font-style: normal;">Діти випишіть у робочий зоших сполуки що є металами, і окремо
– неметалами. <o:p></o:p></i></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Au<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">O<sub>3</sub><o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Si<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.9pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Ba<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.9pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">N<sub>2</sub><o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.9pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Fe<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">P<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Cu<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.85pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">F<sub>2<o:p></o:p></sub></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 77.9pt;" valign="top" width="104">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">S<sub>8</sub><o:p></o:p></span></p>
</td>
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" style="font-family: "Times New Roman", serif; font-size: 14pt; text-indent: 21.3pt;" />Із відкриттям
нових елементів прийнятого поділу на метали і неметали виявилось недостатньо. З</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-fareast-font-family: "Times New Roman";">’</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">явилась
нагальна потреба у їх систематизації і поділі на групи відповідно до
властивостей сполук, що вони утворюють. Німецький хімік Йоганн Вольфганг Деберайнер
– перший, кому вдалося встановити певні закономірності у властивостях хімічних
елементів та їх сполук. У 1817 р., проаналізувавши властивості й характерні
ознакивідомих на той час хімічних елементів, він вказав на наявність певних
сімейств, що містили по три елементи (звідси назва «тріада»). До першої тріади
входили Кальцій, Стронцій і Барій. Також вчений помітив, що у тріаді відносна
атомна маса проміжного елемента дорівнювала середньому арифметичному значенню
першого і третього. <o:p></o:p></span></p><img alt="" 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style="font-family: "Times New Roman", serif; font-size: 14pt; text-indent: 21.3pt;" />Французький
хімік та геолог Александр Еміль Бегуйє де Шанкуртуа в 1862 році запропонував
систематизацію хімічних елементів, в основі якої лежала закономірність зміни
відносних атомних мас – «земна спіраль» (</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">vistellurique</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">) або «циліндр
Бегуйє». Вчений наніс на бічну поверхню циліндра, розмічену на 16 рівних
частин, лінію під кутом 45°, на яку помістив символи хімічних елементів (кожна
точка відповідала тому чи іншому значенню відносної атомної маси). Таким чином,
елементи, атомні маси яких відрізнялись на 16 або число кратне 16,
розташовувались на одній вертикальній лінії. Дана систематизація де Шанкуртуа
була важливим кроком вперед, але залишилась практично непоміченою аж до
відкриття <i style="mso-bidi-font-style: normal;">періодичного закону </i>Дмитром
Менделеєвим.<o:p></o:p></span></p><p class="MsoListParagraph" style="margin-left: 138.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Октави Дж.<a name="_GoBack"></a>Ньюлендса<o:p></o:p></span></p>
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" style="font-family: "Times New Roman", serif; font-size: 14pt; text-indent: 21.3pt;" />У 1864 р.
англійський хімік Джон АлександрНьюлендс вперше розташував відомі на той час
хімічні елементи за збільшенням їх атомних мас. Він помітив, що у такому ряду
періодично відстежуються хімічно схожі елементи. Пронумерувавши елементи в
цьому ряду і порівнявши номери з властивостями, він дійшов висновку, що кожен
восьмий елемент є подібний за властивостями до першого. Аналогічно у музиці
восьма нота в октаві є подібною до першої. Саме тому це відкриття Ньюлендс
назвав «законом октав»: <i style="mso-bidi-font-style: normal;">номери подібних
елементів відрізняються на 7 або число кратне 7. </i><o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #C5E0B3; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">До<o:p></o:p></span></p>
</td>
<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Ре<o:p></o:p></span></p>
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<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Мі<o:p></o:p></span></p>
</td>
<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Фа<o:p></o:p></span></p>
</td>
<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Соль<o:p></o:p></span></p>
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<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Ля<o:p></o:p></span></p>
</td>
<td style="background: #C5E0B3; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent6; mso-background-themetint: 102; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Сі<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Н<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Li<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Be<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">B<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">C<o:p></o:p></span></p>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">N<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">O<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">F<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Na<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Mg<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Al<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Si<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">P<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">S<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Cl<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">K<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Ca<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Ti<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Cr<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Mn<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Fe<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Co</span><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">/</span><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Ni<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Cu<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">V<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Zn<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">In<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">As<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 66.75pt;" valign="top" width="89">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><span lang="EN-US" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: EN-US; mso-fareast-font-family: "Times New Roman";">Se<o:p></o:p></span></p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal" style="text-align: justify; text-indent: 1.0cm;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Однак дане
правило справедливе тільки для двох октав. Третя і наступні містять елементи,
що порушують закономірність. Наприклад, дуже різні між собою Магній та Ванадій.
<o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 138.55pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]--><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Таблиця ЛотараМайєра<o:p></o:p></span></p>
<p class="MsoNormal" style="text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">У 1864 р. свою
таблицю опублікував німецький хімік Юліус ЛотарМайєр. Для систематики і
класифікації окрім відносних атомних мас він оперував і валентностями
елементів. Для побудови таблиці він використав 43 елементи з 63 відкритих на
той час, які він розташував у 6-ти колонках. Наряду з Д.І. Менделеєвим, Майєр
вважається творцем періодичної системи. Але на відміну від першого, він навіть
не підозрював, що для деяких елементів атомні маси встановлені не вірно, що
вносило певні помилки у його відкриття і не давало загальної картини щодо
класифікації хімічних елементів. <o:p></o:p></span></p>
<p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"><o:p> </o:p></span></p>Повторимо матеріал: <p></p><p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";"></span></p><p class="MsoListParagraphCxSpFirst" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 14.2pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Встановіть відповідність між способами
класифікації хімічних елементів та прізвищами вчених, що їх створили. ( у зошит)<o:p></o:p></span></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody><tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #D9E2F3; border: solid windowtext 1.0pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.1pt;" valign="top" width="37">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">А<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.5pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">ЛотарМайєр<o:p></o:p></span></p>
</td>
<td style="background: #FBE4D5; border-left: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" valign="top" width="38">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">1<o:p></o:p></span></p>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.25pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">спіраль<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #D9E2F3; border-top: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.1pt;" valign="top" width="37">
<p align="center" class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Б<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.5pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Йоганн
Деберайнер<o:p></o:p></span></p>
</td>
<td style="background: #FBE4D5; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" valign="top" width="38">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">2<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.25pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">таблиця<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #D9E2F3; border-top: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.1pt;" valign="top" width="37">
<p align="center" class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">В<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.5pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Джон Ньюлендс<o:p></o:p></span></p>
</td>
<td style="background: #FBE4D5; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" valign="top" width="38">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">3<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.25pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">тріади<o:p></o:p></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="background: #D9E2F3; border-top: none; border: solid windowtext 1.0pt; mso-background-themecolor: accent5; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.1pt;" valign="top" width="37">
<p align="center" class="MsoListParagraphCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Г<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.5pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Еміль де
Шанкуртуа<o:p></o:p></span></p>
</td>
<td style="background: #FBE4D5; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-background-themecolor: accent2; mso-background-themetint: 51; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 28.4pt;" valign="top" width="38">
<p align="center" class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">4<o:p></o:p></span></p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 205.25pt;" valign="top" width="274">
<p align="center" class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: center;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">октави<o:p></o:p></span></p>
</td>
</tr>
</tbody></table><br /><p></p><p class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 21.3pt;"><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 107%; mso-ansi-language: UK; mso-fareast-font-family: "Times New Roman";">Домашне завдання: записати у зошит короткий конспект і вивчити його.</span></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-42469143201830472012020-09-13T23:25:00.001-07:002020-09-13T23:25:12.491-07:00Хімія .7 клас. Молекули. Атоми. Хімічні елементи, їхні назви і символи. Поширеність хімічних елементів у природі.<p> Які слова ховає хмара слів? Які слова означають менші та більші поняття? </p><div class="separator" style="clear: both; text-align: center;"><img border="0" data-original-height="255" data-original-width="239" src="https://1.bp.blogspot.com/-OIDPt8gMkJU/X179tNRIfHI/AAAAAAAAWEs/u4Ez_JQRV-IoEtl0MNXHuJ5y4mlM0zgYACLcBGAsYHQ/s0/2-42.png" style="text-align: left;" /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Розмістимо ці слова від більшого до меншого:</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Тіло - Речовина - Молекула - Атом (хімічний елемент)</div><p><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; text-align: justify;">Атоми різних видів відрізняються за масою, розміром, будовою та зарядом атомних ядер. </span><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; text-align: justify;">томи певного виду називають хімічним елементом.</span></p><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;"><span style="font-weight: 700;">Хімічний елемент — це</span> <span style="font-weight: 700;">вид атомів із певним зарядом ядра.</span></p><p></p><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;">Усього на Землі та в космічному просторі виявлено 89 різних видів атомів, ще 29 видів добуто вченими штучно.</p><ol style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 20px 20px; padding: 0px 0px 0px 20px; text-align: justify;"><li style="margin: 0px 0px 5px;"><span style="font-weight: 700;">Назви та символи хімічних елементів</span></li></ol><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;">Усі хімічні елементи мають назви й умовні позначення — хімічні символи. Це своєрідна «хімічна абетка». У 1814р. шведський хімік Я. Берцеліус запропонував літерну систему знаків. За основу назв елементів узяті їхні латинські назви. Кожний символ хімічного елемента — це перша або перші 2 літери його латинської назви (Оксиген – Oxygenium – О; Гідроген – Hydrogenium – H). Назви хімічних елементів записують з великої літери.</p><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;"><b>Хімічні елементи вивчити на пам"ять ( із таблиці)</b></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-ybizxGl72vs/X1792uS4bnI/AAAAAAAAWEw/VkwNPB1yVpsBpRDdZXL_PfE1tpejuf7rgCLcBGAsYHQ/s258/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="258" data-original-width="195" src="https://1.bp.blogspot.com/-ybizxGl72vs/X1792uS4bnI/AAAAAAAAWEw/VkwNPB1yVpsBpRDdZXL_PfE1tpejuf7rgCLcBGAsYHQ/s0/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F%2B%25281%2529.jpg" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div> <a href="https://1.bp.blogspot.com/-BoRIWYPuv14/X17997BzdbI/AAAAAAAAWE4/nB_7HH-nwP40LNgnLl12hPlpYAjtfC_4ACLcBGAsYHQ/s326/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="154" data-original-width="326" src="https://1.bp.blogspot.com/-BoRIWYPuv14/X17997BzdbI/AAAAAAAAWE4/nB_7HH-nwP40LNgnLl12hPlpYAjtfC_4ACLcBGAsYHQ/s320/%25D0%2591%25D0%25B5%25D0%25B7%2B%25D0%25BD%25D0%25B0%25D0%25B7%25D0%25B2%25D0%25B0%25D0%25BD%25D0%25B8%25D1%258F.jpg" width="320" /></a><p></p><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;"><span style="font-weight: 700;">З ким або з чим пов’язане походження назв хімічних елементів?</span></p><p style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; margin: 0px 0px 20px; text-align: justify;"><em>(Відповіді:</em> <em>хімічні елементи названі </em> <em>на честь країн і частин світу; за назвою сполук, утворених елементами; за назвою небесних тіл Сонячної системи; за назвою мінералів, у яких відкриті елементи; за ім’ям відомих учених; за кольором простих речовин, утворених елементами; за іменами богів і героїв легенд; за властивостями простих речовин, утворених елементами).</em></p><p><b>Домашне завдання</b>: <br /><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; font-weight: 700; text-align: justify;">Завдання:</span><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; text-align: justify;"> Випишіть 3 приклади хімічних елементів, що названі на честь богів і героїв легенд, 3 приклади хімічних елементів, що названі на честь небесних тіл Сонячної системи, 3 приклади хімічних елементів, що названі на честь географічних об’єктів.</span></p><p><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; text-align: justify;"><br /></span></p><p><span style="background-color: white; color: #333333; font-family: "Open Sans", -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-size: 15px; text-align: justify;"><br /></span></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-19192523012886451042020-09-10T01:37:00.002-07:002020-09-10T01:37:41.561-07:00Урок біології. 8 клас. Організм людини як біологічна система. Різноманітність клітин людини.<p></p><h2 style="text-align: center;">✋✋✌✋✋😃😃😃</h2><h2 style="text-align: center;"> Який годинник працює? Чому?</h2><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-sxUDc70f6S4/X1nhu5lWMTI/AAAAAAAAWAw/js4i2IA8S1QeE2CqgmI_GFDTNGb1LN0cgCLcBGAsYHQ/s665/1714268-skasovuetsya-zimoviy-chas-ukrayina-znovu-perehodit-na-litniy-chas.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="445" data-original-width="665" src="https://1.bp.blogspot.com/-sxUDc70f6S4/X1nhu5lWMTI/AAAAAAAAWAw/js4i2IA8S1QeE2CqgmI_GFDTNGb1LN0cgCLcBGAsYHQ/s320/1714268-skasovuetsya-zimoviy-chas-ukrayina-znovu-perehodit-na-litniy-chas.jpeg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-AMfSk1ZhdCc/X1niA_ltjjI/AAAAAAAAWA4/LVz_3dnHz9wCBUE5iwt2skKguVL5ZeiNACLcBGAsYHQ/s800/wp-15853567286383935485860523805661-1-scaled-e1585422978951.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="572" data-original-width="800" src="https://1.bp.blogspot.com/-AMfSk1ZhdCc/X1niA_ltjjI/AAAAAAAAWA4/LVz_3dnHz9wCBUE5iwt2skKguVL5ZeiNACLcBGAsYHQ/s320/wp-15853567286383935485860523805661-1-scaled-e1585422978951.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><p></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.15pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Система (</span></b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.15pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">від грец. systema- ціле,
складене із частин, поєднання<b>) —це б</b></span><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.4pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">езліч елементів, взаємозалежних і пов'язаних
між собою, що утворюють </span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">цілісність, єдність.<o:p></o:p></span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Бувають:</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><span style="font-family: Times New Roman, serif;"><span style="font-size: 17.3333px; letter-spacing: -0.266667px;"><b>***</b></span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Живі - біологічні, (тварини)</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Неживі - абіотичні (годинник)</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Соціальні (Створені людиною - держава)</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">***</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Відкриті</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; letter-spacing: -.2pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Закриті</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 43.2pt; margin-top: 0cm; tab-stops: 34.3pt; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">БІОЛОГІЧНІ СИСТЕМИ.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></p><h2 style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.45pt; text-justify: inter-ideograph;"><span style="color: #800180;"><span style="font-family: "Times New Roman", serif; font-size: 13pt; letter-spacing: -0.45pt; line-height: 115%;">До
біологічних систем належать біологічні об'єкти різного рівня складності :</span><span style="font-family: "Times New Roman", serif; font-size: 13pt; letter-spacing: -0.05pt; line-height: 115%;">клітини ---тканини---органи--системи органів---організми---популяції---</span><span style="font-family: "Times New Roman", serif; font-size: 13pt; line-height: 115%;">біоценози й екосистеми, </span><span style="font-family: "Times New Roman", serif; font-size: 13pt; line-height: 115%;"> аж до біосфери
в цілому</span></span></h2><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"></div>👀</div><div class="separator" style="clear: both; text-align: center;"><a href="https://1.bp.blogspot.com/-czrvdmetPbY/X1nkBg7BWiI/AAAAAAAAWBE/xmQXLRNto_8_lexn3IBN5Ja4m6JF2E5dwCLcBGAsYHQ/s471/biologiya-9-anderson-6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="311" data-original-width="471" src="https://1.bp.blogspot.com/-czrvdmetPbY/X1nkBg7BWiI/AAAAAAAAWBE/xmQXLRNto_8_lexn3IBN5Ja4m6JF2E5dwCLcBGAsYHQ/s320/biologiya-9-anderson-6.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><img alt="Презентація «Структурна та функціональна організація клітин» 8 клас" src="https://naurok.com.ua/uploads/files/3744/40158/41535_images/3.jpg" /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Згадайте, яку будову мають клітини та які функції виконують органели клітини:</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/bBymW0PtVT0" width="320" youtube-src-id="bBymW0PtVT0"></iframe></div><br /><h3 style="clear: both; text-align: center;"><span style="color: #04ff00;">Домашнє завдання.</span></h3><div class="separator" style="clear: both; text-align: center;"><p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.45pt; text-justify: inter-ideograph;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Скласти таблицю<o:p></o:p></span></i></b></p>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-insideh-themecolor: text1; mso-border-insideh: .5pt solid black; mso-border-insidev-themecolor: text1; mso-border-insidev: .5pt solid black; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 638px;">
<tbody><tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.45pt;" valign="top" width="319">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Структурні елементи клітини.</span></i></b><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: Calibri; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></i></b></p>
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<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.1pt;" valign="top" width="319">
<p align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;"><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-hansi-theme-font: major-bidi;">Функції, що вони виконують.</span></i></b><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: Calibri; mso-hansi-theme-font: major-bidi;"><o:p></o:p></span></i></b></p>
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<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.45pt;" valign="top" width="319">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;"><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: Calibri; mso-hansi-theme-font: major-bidi;"> </span></i></b></p>
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<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 239.1pt;" valign="top" width="319">
<p class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-justify: inter-ideograph;"><b><i><span lang="UK" style="font-family: "Times New Roman","serif"; font-size: 13.0pt; mso-ansi-language: UK; mso-ascii-theme-font: major-bidi; mso-bidi-theme-font: major-bidi; mso-fareast-font-family: Calibri; mso-hansi-theme-font: major-bidi;"> </span></i></b></p>
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</tbody></table></div><br /><p class="MsoNormal" style="background: white; line-height: normal; margin: 0cm 43.2pt 0.0001pt 0cm; text-align: center; text-indent: 35.45pt;">👋👋👋👋👋👋👋👋👋</p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-68045527075237931372020-08-31T15:53:00.002-07:002020-08-31T15:53:35.187-07:00До 1 уроку<p style="text-align: center;"><a href="https://drive.google.com/file/d/1lGJR6Fqj9sb2cA7ta2-lajZFaS55yC2Q/view?usp=sharing" target="_blank"> Гра "Факт чи фейк"</a></p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/tYp9O1MzTaU" width="320" youtube-src-id="tYp9O1MzTaU"></iframe></div><br /><p></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-46102576732624368302020-08-31T12:39:00.001-07:002020-08-31T12:39:26.921-07:00Ми - супергерої!!!!!!<p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/aAoIRwRdKX4" width="320" youtube-src-id="aAoIRwRdKX4"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /> <p></p>Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-33713523632150211372020-05-28T12:41:00.000-07:002020-05-28T12:42:43.364-07:00Останній урок, останній дзвінок.2020.<div dir="ltr" style="text-align: left;" trbidi="on">
Наші події, спогади, думки, побажання на <a href="https://padlet.com/olenka6vec/dicqa4ytp694" target="_blank">Дошці Спогадів 10-А клас</a></div>
Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0tag:blogger.com,1999:blog-1597718628886636675.post-38613616295698790812020-05-21T23:28:00.001-07:002020-05-25T01:25:10.457-07:007-А,Б класи Біологія. Контрольні тести<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="homework-code-title" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 20px;">
Виконайте тести:</div>
<div class="homework-code-title" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 20px;">
Код доступу <span class="homework-code" style="box-sizing: border-box; color: #ffbc00; font-size: 40px; font-weight: 700; margin-left: 10px;">6095078</span></div>
<div class="homework-code-info" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 18px;">
Попросіть учнів використати цей код,<br />
відкривши посилання<br />
<a href="http://join.naurok.ua/" style="-webkit-font-smoothing: antialiased; background-color: transparent; box-sizing: border-box; color: #2979ff;" target="_blank">join.naurok.ua</a></div>
<div class="homework-code-info" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 18px;">
<br /></div>
<div class="homework-code-info" style="-webkit-font-smoothing: antialiased; background-color: white; box-sizing: border-box; color: #333333; font-family: Roboto, sans-serif; font-size: 18px;">
до 25 травня 12.00</div>
</div>
Олена Швецьhttp://www.blogger.com/profile/09528608877481591847noreply@blogger.com0