Question

lim x -> 1 (ln(x))/(x - 1)

Answer 1

F(x) = Lim_{x--> 1} ln(x)/(x-1)

By putting the value of X it is a 0/0 form so use L- hospital rule

 Lim_x-->1lnx/(x-1)

Lim_x-->1/x

Bu putting value we get ans as 1

Answer 2

The limit of this expression as x -> 1 is: 1