If f(x)=x−[x] and g(x)=x∫0f(t+n)dt ∀n∈N, then g′(52) is equa – InterviewSolution

1.	If f(x)=x−[x] and g(x)=x∫0f(t+n)dt ∀n∈N, then g′(52) is equal to
Answer» If $f (x) = x - [x]$ and $g (x) = x \int 0 f (t + n) d t \forall n \in N,$ then $g^{'} (\frac{5}{2})$ is equal to

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