Question: Use the limit comparison test to determine if the series n=1an=n=11n(tan1(n)2) converges or diverges.Compare to a p series, n=1bn=n=11np, where p=2, which ?Converges.Diverges..The limit L=limnanbn=n=11n(tan1(n)2)?Converges

Use the limit comparison test to determine if the series n=1an=n=11n(tan1(n)2) converges or diverges.Compare to a p series, n=1bn=n=11np, where p=2, which ?Converges.Diverges..The limit L=limnanbn=n=11n(tan1(n)2)?Converges by the limit comparison test.Diverges by the limit comparison test.The limit comparison test is inconclusive.

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