Критерий
Дескриптор
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Литосфера құрылысы мен құрамын анықтайды.
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Литосфера құрамын ажыратады.
Литосфера бөліктерінің атауларын анықтайды.
Ауызша сипаттама береді.
Түсіндіреді.
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Бағалау:
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Мадақтау, «Бағдаршам» әдісі арқылы бағаланады, оқушыларға дұрыс бағыт-бағдар беру үшін кері байланыс айтылады.
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9 минут
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Тапсырма: Литосфера құрамындағы тау жыныстарын анықтайды, талқылайды. «Кластер құру» әдісін қолдану.
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Критерий
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Дескриптор
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Литосфера құрамындағы тау жыныстарын кластерге салып талқылайды.
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Тау жыныстарының түрлерін ажыратады.
Кластер құрады.
Тау жыныстарының қай топқа кіру себебін талқылайды.
Пікір алмасады.
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Бағалау:
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Мадақтау, смайликтермен бағалау. Кері байланыс.
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)
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8 минут
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