(1 point) 1 m m on . . _ _ a." _ 7 . . . . n. Consider the series E 1 an where a1 5 and \"n+1 5 far 1:. 2 1. Write the sum E 1 an as a geometric series In the form E 1 ar .Then state whetherthe n: n: n: series converges or diverges. if the series does converge, nd its value. (a) i: an = it] 11:1 1121 (b) The series ? v ea {c} The value of the series 2 an is C] (Enter exact values, enter DNE if the series diverges.) n=1 {1 point) DO 1 For telescoping series 2 3 nd a formula for the kth partial sum and evaluate the series or state that it diverges. \":1 n _ (n+1)13' a. The formula for the kth partial sum is Sk : [1 help (formulas) DD 1 1 . _ ,_ . . in. 2; E ('+1)13 2:] (Enter diverges If the series diverges)