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is sin(x^2) the same as sin^2x
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I believe so.
just to make it clearer \[\sin(x^2)=\sin^2x?\]
Still believe that's true.
no \[\sin^2(x) = \sin(x)\sin(x)\] \[\sin(x^{2}) = \sin(x^{2}) \]
how about we sub in a value to see if it is true
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so how would i integrate \[\sin(x^2)\]
put in pi/4 into both functions and see if they give you the same output
as I suspected https://www.wolframalpha.com/input/?i=sin%28%28pi%2F4%29^2%29+%3D+sin^2%28pi%2F4%29
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