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How do I solve this integral (I'll post it on a reply)
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\[\int\limits_{}^{}\sin (x)\times \tan (x) dx\]
use integration by parts
it's just int (sin^2/cos) and yes integration by parts
use the general formula which is int u dv= uv int v du
u= sin(x) dv=tan(x) dx
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agree with enorcrux and quakine that u need to use integration by part
thnx now I see how the 3 answers are ok :) but the idea of enocrux is better than use integration by part with the tan(x)
\[\int\limits_{?}^{?} u dv= uv- \int\limits_{?}^{?} v du\]
sorry forget the minus sign but anyhow u know the idea
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