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Let f(n) = [ n ½ +(1/2) ] (where [x] greatest integer less than equal to x) for all (n belong to N). Then ∑ {2 f(n) + 2 -f(n) }/2 n up to infinity is equal to

Let f(n) = [ n½ +(1/2) ] (where [x] greatest integer less than equal to x) for all (n belong to N). Then ∑ {2f(n)+ 2-f(n)}/2n up to infinity is equal to

Grade:12th pass

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