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NUST Entrance Test
Mathematics
Differentiation

Set 1

Mashaal Masha

Oct 05, 2022

0

Table of Contents

$Derivate of $\sin(x)$ is$
$\frac{d(0)}{dx}=$
$Which of the following mathematician gave the notation $D \space f(x)$ for the derivative?$
$Differentiate $\sin(2x)$ with respect to x$
$For which of the following intervals is the function $y=x^{2}-6x+5$ increasing?$
$Differentiate $\ln (e)$ with respect to $x$$
$What is the derivative of $\tan(\sqrt x)$$
$Derivative of ${\rm{cose}}{{\rm{c}}^{ - 1}}\left( x \right)$ is$
$The derivative of $f(x)$ with respect to $x$ is defined as$
$Find the derivative of $3^{2x}$$

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Choose the correct options for the following questions.

Derivate of $\sin(x)$ is

Difficulty: Easy

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A:

-\cos(x)

B:

\cos(x)

C:

{\rm{cose}}{{\rm{c}}}\left( x \right)

D:

-{\rm{cose}}{{\rm{c}}}\left( x \right)

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\frac{d(0)}{dx}=

Difficulty: Easy

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A:

Zero

B:

Constant

C:

Infinite

D:

None of these

View Solution Steps