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intergral sin^2(2x)
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You have to use the differentiation and integration formula
the what?
\[\sin^2x=\frac12(1-\cos(2x))\]
that is why i put 2x so you cant copy from internet
I didn't copy anything, extrapolate
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\[\sin^2(2x)=?\]based on the formula I gave you
Yes TT knows what he's doing :)
=4sin^2(x)cos^2(X)
I LOVE INTEGRAL convert sin^2(2x) to (1-cos(4x))/2
let u=2x\[\sin^2u=\frac12(1-\cos(2u))\]sub back in for u
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and you get the above by Rad...
[2x-sin(2x)cos(2x)]/4
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