If `f(n) = [(1)/(3)+(n)/(100)]`, where `[.]` denotes `G.I.F` then `sum_(n=1)^(200)f(n)` is equal toA. `184`B. `165`C. `167`D. `168`

If `f(n) = [(1)/(3)+(n)/(100)]`, where `[.]` denotes `G.I.F` then `sum

1.	If `f(n) = [(1)/(3)+(n)/(100)]`, where `[.]` denotes `G.I.F` then `sum_(n=1)^(200)f(n)` is equal toA. `184`B. `165`C. `167`D. `168`
Answer» Correct Answer - D If `f(n)` = …………… for `n = 67 to 166` `f(n) = 1 ("sum"100)` and for `n = 167 to 200` `f(n) = 2 ("sum" 68)`

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If `f(n) = [(1)/(3)+(n)/(100)]`, where `[.]` denotes `G.I.F` then `sum_(n=1)^(200)f(n)` is equal toA. `184`B. `165`C. `167`D. `168`

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