The value of the
Answer to Problem 12RE
The value of the integral is.
Explanation of Solution
Given information:
The integral function is
The region lies between
Calculation:
Consider
Differentiate both side of the Equation.
Calculate the lower limit value of u using Equation (1).
Substitute 0 for x in Equation (1).
Calculate the upper limit value of u using Equation (1).
Substitute 1 for x in Equation (1).
Substitute u for
The expression to find the integral value using equation (2) is shown below:
Therefore, the value of the integral is
Chapter 5 Solutions
Single Variable Calculus: Concepts and Contexts, Enhanced Edition
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