- #1
LCSphysicist
- 646
- 162
- Homework Statement
- Sum n varying = [1,2,...,infinite(
3/(5^n) + 2/n
- Relevant Equations
- 3/(5^n) + 2/n
I know that it diverges, i don't know how to proof it:
We can decompose a sum in partial sums just if the two sums alone converges, so in this case we can not decompose in sum 3/5^n + sum 2/n, so how to proof that diverges just with the initial term?
We can decompose a sum in partial sums just if the two sums alone converges, so in this case we can not decompose in sum 3/5^n + sum 2/n, so how to proof that diverges just with the initial term?