I am to use L'Hopital's Rule on the following problem:
limit as x --> infinity of (1 + (1/x))^x
f(x) = (1 + (1/x))^x
ln[f(x)] = ln [(1 + (1/x))^x] = x ln (1 + (1/x)) = x ln ((x+1)/x)
I can't seem to convert it into a form where I have simply infinity over infinity or zero over zero, because of the 'x' in front of the ln.