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Let [tex]f(x)[/tex] be a quadratic function such that [tex]f(0) = -4[/tex] and
[tex]\frac{f(x)}{x^2(x-5)^8}dx[/tex]
is a ration function.
Determine the value of [tex]f'(0)[/tex].
[tex]f'(0)=______[/tex]
i don't really have a clue on how to do this. I can only think of integrating the function then find the derivative of it and plug in 0 for the x's, which doesn't seem to be correct.
[tex]\frac{f(x)}{x^2(x-5)^8}dx[/tex]
is a ration function.
Determine the value of [tex]f'(0)[/tex].
[tex]f'(0)=______[/tex]
i don't really have a clue on how to do this. I can only think of integrating the function then find the derivative of it and plug in 0 for the x's, which doesn't seem to be correct.