Solveeit Logo

Question

Question: \((3x^{2} + 5) = t\)...

(3x2+5)=t(3x^{2} + 5) = t

A

sec2x(1+tanx)(2+tanx)6mudx\int_{}^{}{\frac{\sec^{2}x}{(1 + \tan x)(2 + \tan x)}\mspace{6mu} dx}

B

1+tanx=t1 + \tan x = t

C

2+tanx=t2 + \tan x = t

D

tanx=t\tan x = t

Answer

tanx=t\tan x = t

Explanation

Solution

log(1x2logx)+c\log\left( \frac{1}{x - 2\log x} \right) + c

x1+x26mudx=\int_{}^{}{x\sqrt{1 + x^{2}}}\mspace{6mu} dx =.