That integral is divergent.
Just see that as and the function is contiunous in
Thus, since is divergent ( ), then so is:
And apart from that: but I'd use the method above
Ok, I just want to make sure I got it right:
I need to show if the Integral is convergent.
So I solved the Integral: = ln[tan ]
then I put in the values and lim ->0
ln[tan ] - ln[tan ] =1
so the Integral is convergent and the limit is 1. Am I right? Is that the right way to do it?