Thread: Comparison or Limit Comparison Test Problem

I need to make a suitable comparison or limit comparison to determine whether

(sum from n=2 to infinity of) (1/(ln n)^(ln n))

converges or diverges. I know it converges but cannot find a suitable comparison to show this with.

Originally Posted by crymorenoobs

I need to make a suitable comparison or limit comparison to determine whether
(sum from n=2 to infinity of) (1/(ln n)^(ln n))
converges or diverges. I know it converges but cannot find a suitable comparison to show this with.

Hint: Can you prove that

@Plato: it should be n not x.