Үйге тапсырма: §10, №117, 118
Сабақ жоспары
Сабақ:№9
Пән: математика
Тобы:__________
Күні: __________
Сабақтың тақырыбы: «Тригонометриялық теңсіздіктерді шешу»
Сабақтың мақсаты:
1.Білім берушілік: Тригонометриялық теңсіздіктерді шешуін үйрету.
2.Дамытушылық: Тригономет. формулаларды қолдануда білік пен дағдыларын жетілдіру.
3.Тәрбиелік: Оқу шыларды дәлдікке, ұқыптылыққа, жылдамдылыққа, ептілікке тәрбиелеу.
Сабақтың түрі: Аралас сабақ.
Сабақтың барысы:
І Ұйымдастыру кезеңі:
а) Сәлемдесу ә) Оқушылар тізімін тексеру б) Сабақтың мақсатын нұсқау
ІІЖаңа тақырып:
және![](data:image/png;base64,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)
1. жауап: 2kπ
2. -π+2kπ
3. arcsina+2kπ
4. -π-arcsina+2kπ |
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1. жауап: -π/2+2kπ
2. π/2+2kπ
3. -arccosa+2kπ
4. arccosa+2kπ |
Достарыңызбен бөлісу: |