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Question

Question: \(- \sec x - \tan x + x + c\)...

−sec⁡x−tan⁡x+x+c- \sec x - \tan x + x + c

A

∫dxsin⁡2xcos⁡2x=\int_{}^{}{\frac{dx}{\sin^{2}x\cos^{2}x} =}

B

tan⁡x+cot⁡x+c\tan x + \cot x + c

C

cot⁡x−tan⁡x+c\cot x - \tan x + c

D

tan⁡x−cot⁡x+c\tan x - \cot x + c

Answer

∫dxsin⁡2xcos⁡2x=\int_{}^{}{\frac{dx}{\sin^{2}x\cos^{2}x} =}

Explanation

Solution

logsec(log⁡x)+c{logsec}(\log x) + c

log⁡cosec(log⁡x)+c\log c\text{osec}(\log x) + c.