Problem 3 (24 points) 3 Determine whether the following alternating series converge or diverge. If they converge, determine whether they are absolutely convergent or conditionally convergent. (a) Co-1)-1inn 1=1 (-1) (2n + 1)" 1=1 (c) (-1) vn n= 1 n +5 (d) (-1)" 1=2 (In n)lan E(-1)" 3" n! (n + 5)! (1) > n! M 1=1 2" 5 - 8 - 11 . . . . . (3n2 + 2)]