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## Homework Statement

I am looking for some help in finding the Lagrange Remainder Theorem from the integral form of the remainder of a Taylor series

## Homework Equations

Integral form of Taylor Series:

R

_{n,a}(x) =

^{x}∫

_{a}[f(n+1)(t)]/n! *(x-t)dt

## The Attempt at a Solution

We are given the hint to use the mean value theorem.

Thanks for any help!