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Түынды 10-сыныпқа арналған викторина

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Түынды 10-сыныпқа арналған викторина

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туынды 10 сынып

Created by

Нурдаулет Ермекбаев
Нурдаулет Ермекбаев
Kazakhstan

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Түынды 10-сыныпқа арналған викторина
 

Түынды 10-сыныпқа арналған викторинаOnline version

туынды 10 сынып

by Нурдаулет Ермекбаев
1

(x^n)' формуласы қандай?

2

x функциясының туындысы қандай?

3

√x функциясының туындысы қандай?

4

(1/x)' туындысы қалай жазылады?

5

Егер f(x)=x^4 болса, f'(x) қанша?

6

(-√x)' туындысы қалай есептеледі?

7

Тұрақты санның туындысы:

8

Егер y = 7 оның туындысы:

9

y = 3x^4 - 2x^2 + 5 Туындысын табыңыз.

10

y = 5x^3 - 2/х туындысын табыңыз

Объяснение

Дұрыс жауап: n*x^(n-1).

x'(x)=1.

√x)' = 1/(2√x)

(1/x)' = -1/x^2.

n*x^(n-1) ережесі: 4*x^3.

Негізгі формуламен: (-√x)' = -(√x)' = -1/(2√x).

 
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