А) В) 5 С) D) 0
6. Теңдеуді шешіңдер: ![](data:image/png;base64,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)
А) B)
C) D) ![](data:image/png;base64,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)
7. Теңдеуді шешіңдер:
A) B)
C) D) ![](data:image/png;base64,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)
8. Функцияның туындысын табыңдар:
А) В) С) D) ![](data:image/png;base64,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)
9. Функцияның берілген нүктедегі туындысын табыңдар:
А) -2,5 В) 1,5 С) -1,5 D) -2,5
10. функциясы үшін мәнін есептеу керек.
А) 5 В) -5 С) 7D) 4
11. Функцияның туындысын табыңдар:
A) B) C) D)
12. функциясы графигіне абциссасы нүктесінде жүргізілген жанаманың теңдеуін жазыңдар.
А) В) С) D)
13. Функцияның максимум және минимум нүктелеріндегі мәндерінің қосындысын табыңдар: ![](data:image/png;base64,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)
А) -11 В) -9 С) -7D) -5
14. функциясы берілген, теңсіздігін шешіңдер.
А) В) С) (-2;3) D) (-0,5;1)
15. Функцияның туындысын табыңдар: ![](data:image/png;base64,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)
A) B) C) D)
2-нұсқа
1. Есептеңіз:cos78 cos18 + sin78 sin18
А)- В) С) 1 D) 0
2. Өрнекті ықшамдаңыз:
A) - B) - sin![](data:image/png;base64,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) C) D) sin![](data:image/png;base64,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)
3. Функцияның анықталу облысын табыңдар: у![](data:image/png;base64,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)
Достарыңызбен бөлісу: |