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Attempt ratio test in this problem:
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\[\sum_{n=1}^{nifty} \frac{ 6n }{ (2n+6)5^{n+4} }\]
6^n not 6n
limit as n goes to infinity
wow... the sum from 1 to nifty... that's cool
haha i clicked infinity... not sure why it did that
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you need a space or equals between the n and infinity
I know that I'm supposed to do an+1/an and then i multiply by the reciprocal
so then stuff are supposed to cancel out
does 6^(n+1) and 6^n cancel out?
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..
No. They do not
Those terms are completely different from each other
ok. i was thinking that just the 6ns would cancel out and there would be a term left on the top. I'm just not sure what cancels..
not sure what to do:/
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