(\tan^{- 1}(\tan^{2}x) + c) | MATH - INTEGRATION BY SUBSTITUTION | SolveeIt | Solveeit

Today, August 18

Question

$\tan^{- 1}(\tan^{2}x) + c$

A

$\cot^{- 1}(\cot^{2}x) + c$

B

$\tan^{- 1}(\cot^{2}x) + c$

C

$\int_{}^{}{\frac{x - 2}{x(2\log x - x)}dx} =$

D

$\log(2\log x - x) + c$

Answer

$\cot^{- 1}(\cot^{2}x) + c$

Explanation

Solution

Put $5\cos x + c$ then

$- 5\cos x + c$

$5\sin x + c$