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determine convergence of series= sin^n(1/n) n=1
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converges for sure you do mean the sum right?
yes
then since \(\sin(x)<1\) you can compare it to any geometric series
at least for some rather small value of \(n\) you know \(\sin(\frac{1}{n})<1\) to be more precise
so you just use the comparison test?
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