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\[\sum_{n=1}^{\infty} n/(2n^3 +1)\]
use a comparison or limit comparison test
p series?
or my favourite, the eyeball test degree of denominator is 3, degree of numerator is 1, \(3-1=2\) and \(2>1\) so converges
guess that works too
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Satellite's eyeball test is quite efficient
help me use the comparison test. \[1/ (2n^2 + 1/n)\]
got it
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