Question: 1. Test the given series for (a) absolute convergence (b) conditional convergence. (a) (3 points) E (-1). n=1 n4 (b) (3 points) E (-1) 1

1. Test the given series for (a) absolute convergence (b) conditional

1. Test the given series for (a) absolute convergence (b) conditional convergence. (a) (3 points) E (-1)". n=1 n4 (b) (3 points) E (-1)" 1 n=1 n + 2 (c) (3 points) E (-1)n+1 n! n=1 (2n + 1)! sin( (d) (3 points) > 2 ) n=1 n (e) (3 points) E (-1 n2 n=2 In n (f) (3 points) E( 1 n=1 Vn + 1 1 (g) (3 points) E (-1)" n=1 (n + 1) (n + 2) 2n (h) (3 points) _ (-1)" n=1 73in+2 (i) (3 points) 1 n=1 Vn(n + 2)

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