$$f(x)=$$∫$$dxsin4$$⁡x is a

Correct option is 1Polynomial of degree 3 in cot x

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$f (x) = \int \frac{d x}{\sin^{4} x}$ is a

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Polynomial of degree 3 in cot x

Polynomial of degree 4 in cot x

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detailed solution

Correct option is A

f(x)=∫1+cot2⁡xcosec2⁡xdx=−cot⁡x+13cot3⁡x+Cwhich is polynomial of degree 3 .

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f(x)=∫dxsin4⁡x is a

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$f (x) = \int \frac{d x}{\sin^{4} x}$ is a