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Does it converge?
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\[\sum_{2}^{\inf}\frac{ 1 }{ \left( n-1 \right)\sqrt{n} }\]
I tried ratio and root test, both inconclusive
I need a simple comparison test or something, but nothing comes to my mind atm
you may try ratio comparison test with \(\large b_n = \frac{1}{n*\sqrt{n}}\)
the series converge by Integral Test
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