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JEE MATHEMATICS MCQ: INDEFINITE INTEGRATION

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Analyzing +4 | -1
∫(sin⁡4x)etan⁡2xdx=\int(\sin 4 x) e^{\tan ^2 x} d x=
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Correct option: A
−2etan⁡2xcos⁡4x+c-2 e^{\tan ^2 x} \cos ^4 x+c
Option A (−2etan⁡2xcos⁡4x+c-2 e^{\tan ^2 x} \cos ^4 x+c) is correct because after substitution and integration, the result matches this form.

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