2. Let (an) and (b) be two sequences with a and b, either both converge or...

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2. Let (an) and (b) be two sequences with a and b, either both converge or both diverge. R=1 DO (2) Σ (b) 3. Use the comparison test with examples from class to decide whether the following series are convergent or divergent. (c) 00 n=2 Inn n b, for all nN. for some Me N. Prove that the series n² n³+1 n²(Inn) #=1 an 2. Let (an) and (b) be two sequences with a and b, either both converge or both diverge. R=1 DO (2) Σ (b) 3. Use the comparison test with examples from class to decide whether the following series are convergent or divergent. (c) 00 n=2 Inn n b, for all nN. for some Me N. Prove that the series n² n³+1 n²(Inn) #=1 an