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$\int \cot^{2} x \cos e c^{4} x d x$

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detailed solution

Correct option is B

put cot⁡x=t⇒cos⁡ec2xdx=−dt∫−t2−t4dt=−t33−t55+C

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∫cot2x cosec4x dx

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$\int \cot^{2} x \cos e c^{4} x d x$