If $f^{\prime}(x)=e^{x}$ and $f(0)=5,$ then from Mean Value Theorem, the value of $f(1)$ lies between
(A) 2 and $(2+e)$
(B) 3 and $(2+e)$
(C) 3 and $(3+e)$
(D) 6 and $(5+e)$
If $f^{\prime}(x)=e^{x}$ and $f(0)=5,$ then from Mean Value Theorem, the value of $f(1)$ lies between
(A) 2 and $(2+e)$
(B) 3 and $(2+e)$
(C) 3 and $(3+e)$
(D) 6 and $(5+e)$