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Consider the curve y=e^xcosx
A) find the x-coordinate of M, the maximum value of y between 0
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what have you tried so far?
i have tried to solve for x, but the issue is that there is no way to do so since i don't have a number for why
did you take the derivative first?
no... i'll try that now
if you have a function \(y=f(x)\), relative maximums and minimums occur when \(y'=f'(x)=0\)
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true... ill try that out now
@TuringTest I found the derivative to the original equation,\[y \prime= e^x(\cos(x)-\sin(x))\], but i am not sure how i am supposed to find x once i equal it to zero
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