Using properties of definite integrals, prove the following : ∫oπsecx cosec xxtanx dx=4π2

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Using properties of definite integrals, prove the following :

Question

Using properties of definite integrals, prove the following : $\int_{o}^{π} \frac{x tan x}{sec x cos e c x} d x = \frac{π ^{2}}{4}$

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Using properties of definite integrals, prove the following :

\int_{o}^{π} \frac{x tan x}{sec x cos e c x} d x = \frac{π ^{2}}{4}

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Question Text

Using properties of definite integrals, prove the following :

\int_{o}^{π} \frac{x tan x}{sec x cos e c x} d x = \frac{π ^{2}}{4}