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Q. 24

Found in: Page 692


Book edition 1st
Author(s) Peter Kohn, Laura Taalman
Pages 1155 pages
ISBN 9781429241861

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Short Answer

In Exercises 23–32 we ask you to give Lagrange’s form for the corresponding remainder, R4(x)


The required answer is R4(x)=ec120x5

See the step by step solution

Step by Step Solution

Step 1. Given Information 

The given function is f(x)=ex

Step 2. Explanation

The lagrange form for the remainder R4(x) is R4(x)=f5(c)5!x5

Now, we will evaluate the fifth derivative of the function f(x)=ex which is ex

Thus, we get,


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