(Solved) If f: R \rightarrow R is differentiable at c ∈ R, show that f^prime(c)=lim (nf(c+1 /
Question: If \(f: \mathbb{R} \rightarrow \mathbb{R}\) is differentiable at \(c \in \mathbb{R}\), show that
\[f^{\prime}(c)=\lim (n\{f(c+1 / n)-f(c)\})\]
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