Page 1 > of 2 - ZOOM + 1. For each of the following series, determine whether they converge absolutely, converge conditionally, or diverge. You must name the test(s) used, as well as show the details of the test(s). n=1 (-1)n-1 3n n (n!) (b)(-1)-1 n=1 (0) n=1 n n 5n+2 (-1)"-12" (n!)2 (2n)! (d) (-1)^-1 (arctann)" n=1 n! (e) (-1)-1 (2n)! n=1 2. Determine whether the following series converge or diverge. Be sure to name any test(s) used as well as the key details. (2) n=1 (n!) (2n)! (33) n=1 (0) n=1 102n+5n! (2n)! n MATH 141 (d) nn 1 Homework 15 n=1 3. Determine whether the series below converge absolutely, converge conditionally, or diverge. Be sure to name any test(s) used as well as show the key details. (2) (-3)kk4 k! k=1 () n=1 (-1)"n 2n+3 (c) (-1)" n=1 2 n1/n (d) 1M 8 M 8 (-1)" (Inn)n (2n)! (e) (-1)" n In n n=1