# Sum of the convergent infinite series ln(n)/n^2

## Homework Statement

Find the sum of the series: ln(n)/n^2 from n=1 to infinity.
I already know that it is convergent(at least i hope i am right on that fact)

## The Attempt at a Solution

I tried to use geometric series but i can't see anything like that that would work, and i can't see a way to use telescoping. And just starting with n=1 and summing numbers didn't seem to get me anywhere either.