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Exercise 31

[21M](Proposed on 2022-12) Say for which \(𝛼{\gt}0,𝛽{\gt}0,𝛾{\gt}0\) you have that

\[ βˆ‘_{n=4}^∞\frac 1{n^𝛼 \, (\log n)^𝛽\, (\log (\log n))^𝛾} \]

converges.

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  • convergence, of a series
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