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does 1/2sin^2x= -1/4 cos(2x)
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Expand out both sides to see if that's true
not sure if I know how to do that..
cos(2x)=cos(x+x). now tell me how to expand the right hand side?
2sin(x)^2=-cos(2x) cos(2X)=1-2sin^2x so.. 2sin(x)^2=2sin(x)^2-1 ?
yeah, actually. you're done!
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so not equal... :(
does
yeah, you arrived at a contradiction and it can't be true.
\[\int\limits_{?}^{?} cosxsinx dx\] = which one?
integral of cosx * sinx dx I got the 1/2 sin^2(x) but my answer key I have the other one
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