Ask a New Question

Find the lim x→∞ of (ln(x))^2)/x using L'hospital's rule.

I got - infinity when I did this, but I think I was looking at the numerator wrong when I took the derivative.

1 answer

I got the answer, never mind!

Similar Questions

Using L'Hospital's rule:find, lim as x approaches (-) infinity of xsin(1/x)
1. 1 answer
find the limit using l'hospital's rulelim x-->negative infinity (x ln(1-1/x)
1. 1 answer
Use l'Hospital's Rule to show that lim x-> infinity (1+1/x)^x =e
1. 1 answer
Evaluate the limit using L'Hospital's rule if necessary.lim as x goes to +infinity x^(6/x)
1. 1 answer

more similar questions