nle
nle
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Sure, you can use bk =1 /k^(1/2) as comparison test Just prove Lim( ak/bk) = finite as k--> infinity (actually it will go to 1) so ak diverges. When you talk about series converges or diverges, you're talking about the sum of the whole se…
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Sure, you can use bk =1 /k^(1/2) as comparison test Just prove Lim( ak/bk) = finite as k--> infinity (actually it will go to 1) so ak diverges. When you talk about series converges or diverges, you're talking about the sum of the whole se…
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Sure, you can use bk =1 /k^(1/2) as comparison test Just prove Lim( ak/bk) = finite as k--> infinity (actually it will go to 1) so ak diverges. When you talk about series converges or diverges, you're talking about the sum of the whole se…
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Sure, you can use bk =1 /k^(1/2) as comparison test Just prove Lim( ak/bk) = finite as k--> infinity (actually it will go to 1) so ak diverges. When you talk about series converges or diverges, you're talking about the sum of the whole se…