Basically, there are many tests like the ratio and root and limit comparison tests that require a series to start at either n=1 or n=0. What can I do if I am given a problem where n=2? For example, I need to find out if the series: from n=2 to infinty of ((-1)^n)(ln(n))/n converges absolutely, conditionally, or diverges I would know how to do it if n=1 but I don't know what to do if n=2. Does it matter that n=2 and/or is there a way to change it to n=1? Thank you so much!!

Question

anonymous · Answer

THis is a Calc 2 question

nightwielder · Answer

Cant help now but:
Welcome to Open Study!

nightwielder · Answer

in this place, people end up answering the many simple questions and ignoring hard questions, sorry.

anonymous · Answer

that's fine
thanks