\int {e^{\cot x}}/{\sin ^{2} x}(2 \log cosec x+\sin 2 x)) d x=

Correct Answer is : −2ecotxlog(cosecx)+C

-2 e^{\cot x} \log (cosec^{2} x)+C

-2 e^{\cot x} \log (cosec x+\sin x)+C

-2 e^{\cot x} \log (cosec x-\cot x)+C

AP EAPCET 04-Jul-2022 Shift 1 Paper

Section: Mathematics

Question : 72 of 160

Marks: +1, -0

∫‌

ecot‌x

sin2x

(2‌log‌c‌o‌s‌e‌c‌x+sin‌2‌x))‌d‌x=

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