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Determine whether the series is convergent or divergent. 4 + n(n1) n 1 convergent divergent If it is convergent, find its sum

Help, got the convergent part but keep getting incorrect values. Bottom half I got -2<x<4 and 0 as the sum but both incorrect

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n(nt) 4 en 9 σι | ο 7/ #1 + e2 infinite Co M mah raho fixt tew a E e e e e-1) 4 ncnt) iln(nt) e- Giveu 5 15* < if Converges Jesies く5x <」 2 <2 *2 (2.2) Aus #

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