E)![](data:image/png;base64,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)
7. функциясының графигін салуда қолданылатын түрлендірулерді көрсетіңіз.
A) функциясының графигін Ох осі бойынша 2 бірлік солға, сонан соң Оу осі бойынша 3 бірлік жоғары.
B) функциясының графигін Ох осі бойынша 3 бірлік оңға, сонан соң Оу осі бойынша 2 бірлік төмен.
C) функциясының графигін Ох осі бойынша 2 бірлік солға, сонан соң Оу осі бойынша 3 бірлік төмен.
D) функциясының графигін Ох осі бойынша 3 бірлік оңға, сонан соң Оу осі бойынша 2 бірлік жоғары.
E) функциясының графигін Ох осі бойынша 3 бірлік солға, сонан соң Оу осі бойынша 2 бірлік төмен.
8. Функцияның мәндер облысын табыңыз:
A)![](data:image/png;base64,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)
B)
C)![](data:image/png;base64,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)
D)
Достарыңызбен бөлісу: |