BuyFind

Single Variable Calculus: Concepts...

4th Edition
James Stewart
Publisher: Cengage Learning
ISBN: 9781337687805
BuyFind

Single Variable Calculus: Concepts...

4th Edition
James Stewart
Publisher: Cengage Learning
ISBN: 9781337687805

Solutions

Chapter 5, Problem 5RE
To determine

The integral value of the function f(x) between the interval (4,6).

Expert Solution

Answer to Problem 5RE

The integral value of the function f(x) between the interval (4,6) is 3.

Explanation of Solution

Given Information:

The integral value of the function f(x) between the interval (0,6) is 10.

The integral value of the function f(x) between the interval (0,4) is 7.

Calculation:

The expression to find the value of the function f(x) between the interval (4,6) is shown below:

06f(x)dx=04f(x)dx+46f(x)dx46f(x)dx=06f(x)dx04f(x)dx (1)

Substitute 10 for 06f(x)dx and 7 for 04f(x)dx in Equation (1).

46f(x)dx=107=3

Therefore, the integral value of the function f(x) between the interval (4,6) is 3.

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