This is a re-post of a question asked by battleman13.

Lastly evaluating a limit... I think I'm doing it right but confused. I don't think it's this simple.

I'm evaluating the limit as X approaches E from the right of

((X - LN(X)) \ (LN(X) - 1))

It works out to E - LN(E) in the numerator which is E - 1

and LN(E) - 1 in the denomiator which is 1 -1 = 0

I am left with E-1 / 0 which doesn't seem right to me.