Learn how to evaluate the integral using rational exponential expression

The video tutorial demonstrates solving an integration problem using substitution. The instructor sets up the problem by letting a variable equal a function of x, then differentiates and integrates to find the solution. The process involves evaluating the integral, considering the absolute value, and simplifying the expression using logarithmic rules. The tutorial concludes with a discussion on finding exact values and using a calculator for verification.

Describe the process of rewriting negative Ln of three as Ln of three to the negative one.

What is the significance of the expression Ln of 7 - Ln of (13/3) in the context of this problem?

How can the final answer be expressed in terms of E and the logarithm?