Question: Problem 10.(1 point)Does n=112logn converge or diverge? Choose the correct answer with the correct justification.The series n=112logncdotsdiverges by direct comparison to the harmonic series.converges by

Problem 10.(1 point)Does n=112logn converge or diverge? Choose the correct answer with the correct justification.The series n=112logncdotsdiverges by direct comparison to the harmonic series.converges by direct comparison to the harmonic series.diverges by the ratio test.converges by the ratio test.converges by direct comparison to n=112n.diverges by direct comparison to n=112n.diverges by limit comparison to n=112n.converges by limit comparison to n=112n.More generally, find all values of the positive constant a for which the following series converges:n=11alognEnter your answer using interval notation.Answer: The series converges if and only if a

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