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If f(x) = sin^2(3-x), f'(0)=
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do you take derivative first or plug in 0?
do you go to depaul
Always always always take the derivative first, otherwise you are taking the derivative a constant, which would just be zero.
yes we are looking for f'(0) so we need to find f' to do that we need to differentiate f
\[f'(x)=-2\sin(3-x)\cos(3-x)\] replace x by zero
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minus sign in front because you need the derivative of \[3-x\] as the last step in the chain rule
f and f' are two different functions f'(0) tells you that you want to plug 0 into f' not f
so my answer is negative...right?
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