Math, asked by divyaprakashssm8875, 3 days ago

If S= 1 /sqrt 1 + sqrt 4 + 1 /sqrt 4 + sqrt 7 + 1/ sqrt 7 + sqrt 10 +....+; 1/(sqrt(47) + sqrt(49)) then value of S is

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Answered by ziddigirl89

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12-Dec-2020 — Determine the value of 1/(sqrt(1)+sqrt(2))+1/(sqrt(2)+sqrt(3))+1/(sqrt(3)+sqrt(4))+\ ddot+1/(sqrt(120)+sqrt(121)) (a) 8 (b) 10 (c) sqrt(120) (d) ...

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If S= 1 /sqrt 1 + sqrt 4 + 1 /sqrt 4 + sqrt 7 + 1/ sqrt 7 + sqrt 10 +....+; 1/(sqrt(47) + sqrt(49)) then value of S is​

Answers

If S= 1 /sqrt 1 + sqrt 4 + 1 /sqrt 4 + sqrt 7 + 1/ sqrt 7 + sqrt 10 +....+; 1/(sqrt(47) + sqrt(49)) then value of S is