І.Ұйымдастыру кезеңі.
1.Топ құрамын ауыстыру үшін сыныпты түрлі түсті дәрумендерді таңдау арқылы топқа бөлу: сыныптағы оқушылар саны - 20, сондықтан 5 оқушыдан төрт топқа бөлемін.
2. Сергіту сәті (бір-біріне тілек білдіру).
3. Өзін – өзі критерийлер бойынша бағалайтындары
жайлы айту.
II. Өткен материалды пысықтау:
1.Тапсырма: «Ойлап тап» берілген әріптерден зат және энергия алмасуға қатысты сөздерді құрап шығу (қазақша, ағылшынша).
2. Алма тұсындағы сандарды таңдау арқылы сұрақтарға жауап беру (ағылшынша – қазақша).
Жаңа тақырыпқа көшу:
1. Шытырман тапсырмасы топтық.
2. Жаңа терминдермен жұмыс (ағылшынша).
3. Интербелсенді тақта арқылы дәрумендер жайында бейнетаспа көру ағылшын тілінде, сұрақтарға жауап береді.
III. Жаңа сабақты меңгерту:
Топпен жұмыс:
1.Тарихшылар (дәрумендердің шығу тарихы, түрлері).
2. Дәрігер (авитаминоз белгілері, алдын-алу жолдары).
3. Химик (дәрумендердің топтары, химиялық құрамы).
4. Диетолог, косметолог (дәрумендердің сақталуы, ағзаға әсері).
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)
ІV. Бекіту.
Кесте толтыру (дәрумендер мен тағамдардың сәйкестігін анықтау).
V. Өткен сабақ бойынша барлық оқушылар рефлексия қағазын толтырады:
Не білемін? Не білдім?
Не білгім келеді?
VI.Бағалау
1. Сабақты қорытындылау, өзін-өзі бағалау.
2. Әр топ бағалау қағазы бойынша қорытынды шығарады.
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