және бірлік векторлар. Ж. 450
№57
Сынып: 11 «б»
Күні: ___________
Сабақтың тақырыбы: Векторлар тақырыбына есептер
Сабақтың мақсаттары:
Білімділік: Векторлардың тақырыбына есептер шығару дағдыларын дамыту
2.Дамытушылық: Оқушылардың есеп шығару дағдыларын дамыту.
3.Тәрбиелік: Оқушыларды дәлдікке, ұқыптылыққа, жылдамдылыққа, ептілікке тәрбиелеу.
Сабақтың түрі: қайталау сабағы
Сабақтың әдістері:
Сабақтың көрнекілігі:
Сабақ барысы: І Ұйымдастыру кезеңі:
а) Сәлемдесу ә) Оқушылар тізімін тексеру б) Сабақтың мақсатымен таныстыру.
ІІ Дамыту кезеңі. Есептер шығару:
1. және ![](data:image/png;base64,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) векторлар арасындағы бұрышты табыңыз, мұндағы және бірлік векторлар. Ж: 300
Достарыңызбен бөлісу: |