How do you integrate $\int (sin x) (5^{x})$ $int (sinx)(5^x)$ using integration by parts?

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Answer 1 · 2016-01-22T00:30:40

I found:
$\frac{(- 5^{x}) [cos (x) - ln (5) sin (x)]}{1 + {ln}^{2} (5)}$ $((-5^x)[cos(x)-ln(5)sin(x)])/(1+ln^2(5))$

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How do you integrate ∫(sinx)(5x)int (sinx)(5^x) using integration by parts?