Math, asked by manankumar195, 1 year ago

please give hint (0/0form ) to solve it

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Answered by viswabhargav
0

You can use l'hopital's rule i.e if numerator(X) and denominator(Y) result in 0/0 form

then

\lim_{x \to k} \frac{X}{Y} = \lim_{x \to k} \frac{dX/dx}{dY/dx}

So evaluating the RHS term gives us answer.

If that is also in 0/0 form, continue with the same process till you find other than 0/0

(L'hospitals rule is used only for 0/0 i.e indeterminate forms)


manankumar195: any other way to do
viswabhargav: This is easier mostly. Other way is factorize the numerator and denominator and cancel the common roots to avoid 0/0 form
manankumar195: thanks a lot
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