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(x^2-2)(x^-1+1) use the derivative

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You mean to find : \(\large\frac{d}{dx}\frac{(x^2-2)}{(x^{-1}+1)}\) ?
i am stuck here

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Other answers:

is it \(-2x^3\) ?
Lol...Didnt get ur Question Can u Write in Latex
no the question is write the expression as a sum of power of x
What does that sum power mean actually?
i dont know but the answer is x+x^2-2x^-1-2
OK so it is easy : \[\large{(x^2-2)(x^{-1}+1)}\] \[\large{x+x^2-2x^{-1}-2 = x-x^2-\frac{2}{x}-2}\]
oops sorry there is x + x^2 - 2/x - 2
so just expand it?
you're always welcome @ksaimouli

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