Note: I'm not sure how to make everything look all nice, so I'm putting everything in words.
Well, I'm a little fuzzy on my infinite series, so here we go.
Firstly, if the terms of a series approach 0, then the the series may or may not be convergent.
If it does not approach 0, then is definately does not converge.
Is this correct?
So, I have an infinite series where a sub n [the function after the E thing. I'm not sure what the accepted notation is around here] is (1/(ln(n)). This approaches 0. Is it convergent? How do I tell?
Thanks in advance.