Integrate ∫ eˣ [cotx + log sinx] dx

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Integral of e^x [cot x + log (sin x)] Integral of e^x [cot x + log (sin x)]
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∫_(π/4)^(π/2)▒〖e^x (log⁡sin⁡〖x+cot⁡x 〗 )dx〗 is equal to ∫_(π/4)^(π/2)▒〖e^x (log⁡sin⁡〖x+cot⁡x 〗 )dx〗 is equal to