Math, asked by ishita353, 1 year ago

Evaluate:
$\frac{lim}{x - > 1} \frac{3 \sqrt{x} - 1 }{ \sqrt{x} - 1}$

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Answered by rahman786khalilu

hope it helps you!.................

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Anonymous: is this righy

Anonymous: right

rahman786khalilu: when it is cube root of x then it is right

rahman786khalilu: because I solved it by taking cube root of x

Anonymous: what if it not a cube root of x

ishita353: it isn't cube root of x it's 3√x

Anonymous: than limit of this function is does not exist

ishita353: use rationalisation, limit exists

Answered by Anonymous

hope it helps you !!!!?.

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