Solve and indicate whether the following series are convergent or divergent

Ans: Diverges by Limit Comparison Test 0 3 m=1 7" n! Ans: Converges by Integral Test 8 h= n=1 Thus, this diverges by the test because p-series P = < 1. Ans: Converges by Alternating Series Test 4 CO z=1 (n+1)(n!) (n + 1)! 5n nt 2 (112t! Ans: Diverges by Ratio Test 8 (n+1)! n+1 6-2n n=1 5 +2 = din Ans: Converges by p-series 49" (-1) (42) " n=1 46 Diverged by Alternatog limit Fost. 1. Lim (-D)" (13)" 0 ma 2- increasing? [=>] Gdiverges by geometric? Ans: Diverges by Integral Test CO n+3 n3+4n-2 n=1 M8 --1 Ans: Converges by Ratio Test In n n n=3 Ans: Diverges by nth Term Test 8 n=3 2 n (inn) a=chn dudn dndun dy 2 (en) = 0