Question: n= Problem 3 (24 points) Determine whether the following alternating series converge or diverge. If they converge, determine whether they are absolutely convergent or conditionally

n= Problem 3 (24 points) Determine whether the following alternating series

converge or diverge. If they converge, determine whether they are absolutely convergent

n= Problem 3 (24 points) Determine whether the following alternating series converge or diverge. If they converge, determine whether they are absolutely convergent or conditionally convergent. OO (a) (-1)-1In (-1)n n n=1 (a) E (In n) Inn n= (b) (-1)n ( 2n + 1)n 3n n! n2n (e) (-1)n n=1 n=1 (n + 5)! OO (c) E(-1)n Vn n + 5 (f) (-1)n n! n=1 n=1 2n 5 . 8 . 11 . . . . . (3n + 2)]

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