B BillyBob1 Member Mar 17, 2009 #1 Does the sum of 1/(ln) from n=3 to infinity converge or diverge? I was thinking converge because when using a direct comparisson to 1/X^1.000001, for every value n it appears 1/nlnn is less than it, but integeral test should show that it diverges?
Does the sum of 1/(ln) from n=3 to infinity converge or diverge? I was thinking converge because when using a direct comparisson to 1/X^1.000001, for every value n it appears 1/nlnn is less than it, but integeral test should show that it diverges?
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