09 :1 Prologue: The series 2 f; converges when 71 1. This is true regardless of the value of the constant 33. When :- = 1 the series is a pseries. It 11:]. converges if p > 1 and diverges 0then.vise. 00 :1 Problem: Each of the series below can be compared to a series of the form 2 i. In each case, determine the best value of r and decide whether the series converges. 13:1 00 A. :3 (\"new-5 n=1 1' = E This series converges (enter 0) or diverges (enter D): "' 0 52!] B. n\" r = a This series converges (enter 0) or diverges (enter D): a: (3 Jarz + 2 7 ; n2+4 r = a This series converges (enter C) or diverges (enter D): "' D i\": ( 2n2+5n+7 3" )3 \":1 5n+5 + 2n + 4% f' = .u a This series converges (enter 0) or diverges (enter D): [ Note: The oneletter codes for convergesidiverges above are casesensitive]