Evaluate: $\int e^x.\sin (x) dx$
My Attempt; $$=\int e^x.\sin (x) dx$$ $$=\sin (x).e^x - \int \cos (x).e^x dx$$ Neither of $\cos (x)$ and $e^x$ is going to vanish although we keep on using By Parts. How to procced further?
Evaluate: $\int e^x.\sin (x) dx$
My Attempt; $$=\int e^x.\sin (x) dx$$ $$=\sin (x).e^x - \int \cos (x).e^x dx$$ Neither of $\cos (x)$ and $e^x$ is going to vanish although we keep on using By Parts. How to procced further?
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