hey...lim as x->1 of ([1/(x-1)]-[1/lnx])...I know it is [(1/0)-(1/0)], what do I do from there?

hey...lim as x->1 of ([1/(x-1)]-[1/lnx])...I know it is [(1/0)-(1/0)], what do I do from there?

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Bad way to start. Get a common denominator: [(1*lnx)-(1*(x-1))]/[(x-1)lnx]

Let a=1/0
a-a=0. Therefore, your answer is 0.

I got -1/2, anyone agree?

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