Урок 15 " Емоційне благополуччя. Природа і види емоцій. Поняття емоційної зрілості"
Обіцяні схеми.
Таблиця почуттів
I
Шкала емоційних станів
Розподіл температури тіла при різних емоційних станах
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Раджу почитати
Емоції, що зцілюють
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Ð·Ð°Ð²Ð´Ð°Ð½Ð½Ñ](data:image/jpeg;base64,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)
ДАЙТЕ ВІДПОВІДІ НА ЗАПИТАННЯ тесту
Урок 16 "Саморегуляція. Методи самоконтролю"
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)
скласти власний "СПИСОК РАДОСТІ"
Урок 17 "Уміння вчитися. Умови ефективного навчання. Активне і пасивне навчання"
Гігієна мозку (презентація)
Ефективністть різних методів навчання
![ÐоÑ
ожее изобÑажение](https://fc.vseosvita.ua/000qxi-3ba6/003.png)
![ÐаÑÑинки по запÑоÑÑ ÐµÑекÑивне навÑаннÑ](https://mozok.click/uploads/osnovy-zdorovia-9-boychenko/osnovy-zdorovia-9-boychenko-62.jpg)
Приклад концептуальної карти, або карти пам'яті.
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)
дайте відповіді на запитання Тест "Ефективне навчання"
будьте уважні, обираючи одну, або декілька відповідей
Урок 18. "Підготовка до Державної підсумкової атестації. Способи ефективного навчання й підготовка до іспитів"
У 2001 році Міжнародна Академія Освіти (International Academy of Education) у співпраці з ЮНЕСКО опублікувала буклет із серії Освітніх практик (Educational Practices Series). Він називається «Як навчаються діти» (How Children Learn), присвячений принципам ефективного навчання, а джерелами для написання слугували наукові дослідження та статистичні дані. Згодом ці принципи трохи переробили в Microsoft Education Transformation Framework. Пропоную витяг із цих двох ресурсів — 12 принципів персоналізованого навчання та поради щодо їх застосування учнями.
Персоналізоване навчання
![ÐаÑÑинки по запÑоÑÑ ÑпоÑоби еÑекÑивного навÑаннÑ](https://naurok.com.ua/uploads/files/1573/3353/3373_html/images/3353.004.jpg)
А це - для настрою)
Вправи на увагу
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)
Заповнити таблицю "Мої шляхи ефективного навчання", спираючись на раніше отриману інформацію щодо вашого власного стилю навчання
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdFrRtarPNloraDl53izUuWoez7ItG11LN6HKQCOn3pe6VOCU-Xll_7CgftCMHmr15m2Fl39kHdAGdhyphenhyphen-RUUZRkfua8ow-nN_YUtLleZRZk-YfblMmU9vz2kxo66sKmpqfuGfLC2jE4bQ/s400/%25D0%25BF%25D0%25BB%25D0%25B0%25D0%25BD+%25D0%25B5%25D1%2584%25D0%25B5%25D0%25BA%25D1%2582%25D0%25B8%25D0%25B2%25D0%25BD%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BD%25D0%25B0%25D0%25B2%25D1%2587%25D0%25B0%25D0%25BD%25D0%25BD%25D1%258F.jpg)
Урок 19 "Самовиховання характеру. Риси характеру. Чинники, від яких залежить характер людини"
Додаткова інформація з теми
Це матеріал з підручника Основи здоров'я 9 клас Гущина, Василенко, Колотій
Наочні схеми
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аÑакÑеÑÑ](https://mozok.click/uploads/osnovy-zdorovia-9-gushina/osnovy-zdorovia-9-gushina-104.jpg)
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![ÐаÑÑинки по запÑоÑÑ ÑиÑи Ñ
аÑакÑеÑÑ](https://mozok.click/uploads/osn-zdr-9-taglina/osn-zdr-9-taglina-91.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-dlAd3-XoehymPLxaY99b3hQXEUX6trOjTkDi1B6CQzAZnqiTNwYKGwmP-doTFUebWsArYz3rdryk5AKtTgQ1HXELLX4QjErk9eEA-5dXDK_3ZJz8aCzWfJF6K2ePH6xsjKyGok_ymtg/s200/%25D0%25B7%25D0%25B0%25D0%25B3%25D1%2580%25D1%2583%25D0%25B6%25D0%25B5%25D0%25BD%25D0%25BE.jpg)
Знайдіть вислови відомих людей про характер, поясніть їх.
Обіцяні схеми.
I
Шкала емоційних станів
Розподіл температури тіла при різних емоційних станах
![ÐаÑÑинки по запÑоÑÑ ÑамоÑегÑлÑÑÑÑ ÐµÐ¼Ð¾ÑÑй](https://mozok.click/uploads/osnovy-zdorovia-9-boychenko/osnovy-zdorovia-9-boychenko-52.jpg)
Раджу почитати
Емоції, що зцілюють
ДАЙТЕ ВІДПОВІДІ НА ЗАПИТАННЯ тесту
Урок 16 "Саморегуляція. Методи самоконтролю"
![ÐÐÐЦÐÐÐÐ
СÐÐÐÐ ÐÐУÐЯЦÐЯ â
ЦРÐÐ ÐЦÐС ÐÐÐÐÐ ÐÐÐÐÐÐÐ
ÐÐÐЦÐÐÐÐÐРСТÐÐУ ÐÐ ÐÐÐЬШ
ÐÐЦÐÐЬÐÐÐ Ð ÐÐÐÐРСÐТУÐЦÐÐ
ÐÑоÑÐµÑ ÐµÐ¼Ð¾ÑÑÐ¹Ð½Ð¾Ñ Ñам...](https://image.slidesharecdn.com/random-150518102253-lva1-app6892/95/-6-638.jpg?cb=1431944638)
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ï «Я зÑбÑаний Ñ ÑÑÑвноважений; в мене
пÑднеÑений, ÑадÑÑний наÑÑÑÑй...](https://image.slidesharecdn.com/random-150518102253-lva1-app6892/95/-8-638.jpg?cb=1431944638)
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ï «Я ÑпокÑйний, бо Ñ Ð°Ð±ÑолÑÑно ÑпокÑйний,
бо Ñ Ð´Ð¾Ð±Ñе вÑдпоÑÐ¸Ð²Ð°Ñ Ñ Ð½Ð°Ð±Ð¸ÑаÑÑÑ Ñил;
вÑдпоÑÐ¸Ð²Ð°Ñ ÐºÐ¾Ð¶Ð½Ð° клÑÑинка...](https://image.slidesharecdn.com/random-150518102253-lva1-app6892/95/-9-638.jpg?cb=1431944638)
скласти власний "СПИСОК РАДОСТІ"
Урок 17 "Уміння вчитися. Умови ефективного навчання. Активне і пасивне навчання"
Гігієна мозку (презентація)
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Ефективністть різних методів навчання
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![ÐаÑÑинки по запÑоÑÑ ÐµÑекÑивне навÑаннÑ](https://mozok.click/uploads/osnovy-zdorovia-9-boychenko/osnovy-zdorovia-9-boychenko-62.jpg)
Приклад концептуальної карти, або карти пам'яті.
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дайте відповіді на запитання Тест "Ефективне навчання"
будьте уважні, обираючи одну, або декілька відповідей
Урок 18. "Підготовка до Державної підсумкової атестації. Способи ефективного навчання й підготовка до іспитів"
У 2001 році Міжнародна Академія Освіти (International Academy of Education) у співпраці з ЮНЕСКО опублікувала буклет із серії Освітніх практик (Educational Practices Series). Він називається «Як навчаються діти» (How Children Learn), присвячений принципам ефективного навчання, а джерелами для написання слугували наукові дослідження та статистичні дані. Згодом ці принципи трохи переробили в Microsoft Education Transformation Framework. Пропоную витяг із цих двох ресурсів — 12 принципів персоналізованого навчання та поради щодо їх застосування учнями.
Персоналізоване навчання
![ÐаÑÑинки по запÑоÑÑ ÑпоÑоби еÑекÑивного навÑаннÑ](https://naurok.com.ua/uploads/files/1573/3353/3373_html/images/3353.004.jpg)
А це - для настрою)
Вправи на увагу
![](https://files.adme.ru/files/news/part_200/2001965/108915-18919760-1-0-1527065285-1527065301-1500-1-1527065301-728-f4ff03f46d-1549283074.jpg)
Заповнити таблицю "Мої шляхи ефективного навчання", спираючись на раніше отриману інформацію щодо вашого власного стилю навчання
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdFrRtarPNloraDl53izUuWoez7ItG11LN6HKQCOn3pe6VOCU-Xll_7CgftCMHmr15m2Fl39kHdAGdhyphenhyphen-RUUZRkfua8ow-nN_YUtLleZRZk-YfblMmU9vz2kxo66sKmpqfuGfLC2jE4bQ/s400/%25D0%25BF%25D0%25BB%25D0%25B0%25D0%25BD+%25D0%25B5%25D1%2584%25D0%25B5%25D0%25BA%25D1%2582%25D0%25B8%25D0%25B2%25D0%25BD%25D0%25BE%25D0%25B3%25D0%25BE+%25D0%25BD%25D0%25B0%25D0%25B2%25D1%2587%25D0%25B0%25D0%25BD%25D0%25BD%25D1%258F.jpg)
Урок 19 "Самовиховання характеру. Риси характеру. Чинники, від яких залежить характер людини"
Додаткова інформація з теми
Це матеріал з підручника Основи здоров'я 9 клас Гущина, Василенко, Колотій
![ÐаÑÑинки по запÑоÑÑ ÑиÑи Ñ
аÑакÑеÑÑ](https://pidruchniki.com/imag/psih/serg_zps/image114.jpg)
![ÐаÑÑинки по запÑоÑÑ ÑиÑи Ñ
аÑакÑеÑÑ](https://mozok.click/uploads/osnovy-zdorovia-9-gushina/osnovy-zdorovia-9-gushina-104.jpg)
![ÐоÑ
ожее изобÑажение](https://mozok.click/uploads/osnovy-zdorovia-9-gushina/osnovy-zdorovia-9-gushina-105.jpg)
![ÐаÑÑинки по запÑоÑÑ ÑиÑи Ñ
аÑакÑеÑÑ](https://mozok.click/uploads/osn-zdr-9-taglina/osn-zdr-9-taglina-91.jpg)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-dlAd3-XoehymPLxaY99b3hQXEUX6trOjTkDi1B6CQzAZnqiTNwYKGwmP-doTFUebWsArYz3rdryk5AKtTgQ1HXELLX4QjErk9eEA-5dXDK_3ZJz8aCzWfJF6K2ePH6xsjKyGok_ymtg/s200/%25D0%25B7%25D0%25B0%25D0%25B3%25D1%2580%25D1%2583%25D0%25B6%25D0%25B5%25D0%25BD%25D0%25BE.jpg)
Знайдіть вислови відомих людей про характер, поясніть їх.
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