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Question: \[\frac{1}{3}{logsin}3x - \frac{1}{5}{logsin}5x + c\]...

13logsin3x−15logsin5x+c\frac{1}{3}{logsin}3x - \frac{1}{5}{logsin}5x + c

A

3logsin3x−5logsin5x+c3{logsin}3x - 5{logsin}5x + c

B

∫ex 6mudx1−e2x=\int_{}^{}{\frac{e^{x}\mspace{6mu} dx}{\sqrt{1 - e^{2x}}} =}

C

cos⁡−1(ex)+c\cos^{- 1}(e^{x}) + c

D

−cos⁡−1(ex)+c- \cos^{- 1}(e^{x}) + c

Answer

∫ex 6mudx1−e2x=\int_{}^{}{\frac{e^{x}\mspace{6mu} dx}{\sqrt{1 - e^{2x}}} =}

Explanation

Solution

−1log⁡x+c- \frac{1}{\log x} + c