Сабақтың тақырыбы:
Жарық кванттары туралы планк гипотезасы. Планк формуласы.
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Мұғалімнің аты-жөні:
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СЫНЫП: 9
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Қатысқан оқушылар саны:
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Қатыспаған оқушылар саны:
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Сабақ негізделген оқу мақсаттары
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9.6.1.2 Планк формуласын есептер шығаруда қолдану
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Сабақ мақсаты
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Оқушылардың барлығы мынаны орындай алады: Оқулықта берілген және қосымша тапсырмаларды орындай алады. Сұраққа жауап бере алады. Планк формуласын есеп шығаруда қолдана алады.
Оқушылардың көбісі мынаны орындай алады: Топтық жұмысты бірлесе орындайды.Өз бетінше жұмыс жасайды. Сұраққа жауап береді. Қосымша үлестірме ресурстармен жұмыс жасайды.
Оқушылардың кейбіреуі мынаны орындай алады:
Оқулықтан тыс берілген қосымша тапсырмалады орындайды, тақырып бойынша қосымша мәліметтер мен дәлелдер келтіре алады. Қиын есептерді шығара алады.
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Бағалау критерийі
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Жеке, жұптық, топтық тапсырмаларды орындай алады.
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Тілдік құзіреттілік
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Планк гипотезасы, Планк формуласы
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Ресурстар
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Оқулық, суреттер, топқа бөлуге арналған кеспе қағаздар және әртүрлі заттар, топтық тапсырмалар, кері байланыс, стикер.
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Әдіс-тәсілдер
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Сұрақ-жауап, әңгімелеу, жариялау, түсіндіру, салыстыру, талдау; Рефлексия.
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Пәнаралық байланыс
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Математика
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Алдыңғы оқу
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Атомның құрылысы, абсолют қара дене
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Сабақтың жоспары
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Жоспарланғануақыт
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Сабақ барысы :
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Бағалау түрлері
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Басталуы
2 минут
5 минут
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Ұйымдастыру кезеңі 2 минут
Топтарға бөлу
- Оқушылармен амандасу;
- Оқушыларды түгелдеу;
- Сабақтың мақсат міндетімен таныстыру;
Жетон тарату арқылы оқушыларды үш топқа бөлемін. Оқушыларға Резерфорд моделі, Томсон моделі, абсолют қара дене моделі салынған суреттер таратылады. Содан кейін оқушылар осы суреттер арқылы 3 топқа бөлінеді.
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) 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