Given the following series:
Sum from n=1 to infinity of (n+4^n)/(n+6^n)
I am supposed to determine convergence/divergence. I know that this converges, but I'm not sure how to prove it. It is in the section involving the comparison test and the limit comparison test, so the proof should use one of those methods.
Can you help me find what I should be comparing it to?
Sum from n=1 to infinity of (n+4^n)/(n+6^n)
I am supposed to determine convergence/divergence. I know that this converges, but I'm not sure how to prove it. It is in the section involving the comparison test and the limit comparison test, so the proof should use one of those methods.
Can you help me find what I should be comparing it to?
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Use a limit comparison test with the convergent geometric series Σ (4/6)ⁿ.