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integrate sin^2n dx from 0 to pi
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is it sin^2x ?
Do you mean: \[\int\limits_{0}^{2 \pi }\sin^2(x)dx\]
sorry, i mean 0<x< pi
i mean sin ^2n theta dtheta using cauch integral
Using cauchy integral?! Really?!
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\[\int\limits_{0}^{\pi}\sin ^{2}ntheta \]
yesss.. using cauchy integral. sin ^(2n)
There's a formula for sin which You can use, I can't remember it at the top of my head, but it's something like: \[\frac{ e^x+e^{-ix} }{ 2 }\] I think? Does that look familiar to yopu?!
For continuous functions, you use u(t) +iv(t) on a<theta<b?
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