rummy s

find the sum of the following series up to n terms.5 + 55let s n denote the sum to n terms of the given series, then s n = 5 + 55 + 555 + ⋯ to n terms ⇒ s n = 5 [1 + 11 + 111 + ⋯ to n terms] ⇒ s n = 5 9 [9 + 99 + 999 + ⋯ to n terms] ⇒ s n = 5 9 [(10 − 1) + (10 2 − 1) + (10 3 − 1) + ⋯ (10 n − 1)] ⇒ s n = 5 9 [(10 + 10 2 + 10 3 + ⋯ 10 n) − n] ⇒ s n = 5 9 [10 × (10 n − 1

gin rummy stars free coins (november 2024) plsgin rummy stars. n t p r d o s s e o o v u 1 2 0 1 4 h 1 6 c 4 n l l 1 e 8 0 2 i 0 f ccollect free coins : bit.ly/3ejjrgz. n t p r d o s s e o 2 l u 1 a

support : gin rummy stars supportgin rummy stars. t p o e s d n r o s f 8 1 c t p 4 m 8 7 a g 1 8 ecard boom! sale, collect free coins now : bit.ly/3khtcse. t p o e s d n r o s f 8 1 c t