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Double Sum Question! I need someone to explain the mechanics of one?
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Try putting parentheses in the inner sum, to make everything clear.
First part is: 1/n^2 + 1/n^3 + 1/n^4, etc..
That is a geometric series with ratio 1/r... im really rusty on my calc 2 so KG can correct me if im wrong
So far KG hasn't corrected me so either I'm right or he is rusty on his calc as well.. anyway a geometric series converges if r<1
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I'm kind of having trouble following. Is there a certain order I should be solving this in or a process?
As far as I can tell, it's a sum of geometric series, where the first has \(r=1/2\), the second has \(r=1/3\), the third has \(r=1/4\), and so on.
|dw:1341015737050:dw|
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