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 Evaluate ex1sinx1cosxdx

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a
excot⁡x2+c
b
−excot⁡x2+c
c
−excot⁡x+c
d
None of these

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detailed solution

Correct option is B

=∫ex1−sin⁡x1−cos⁡xdx=∫ex1−2sin⁡x2cos⁡x22sin2⁡x2dx=∫ex12cosec2⁡x2−cot⁡x2dx=−∫excot⁡x2+cot⁡x2′dx    using the formula  ∫exf(x)+f′(x)dx=exf(x)+C=−excot⁡x2+c


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