Simplifying a rational expression using rational exponents

The video tutorial explains how to solve a mathematical problem by converting expressions to rational exponents and simplifying them. It covers the rules for multiplying and dividing exponents, emphasizing the importance of having the same base for operations. The tutorial also demonstrates how to convert different bases to a common base and perform final simplifications to reach the solution.

How can you convert 27 to a rational exponent?

What is the process to simplify the expression 27^(1/4) / 3^(1/2)?

Explain the rule A^M * A^N = A^(M+N) and how it applies to different bases.

How do you rewrite 27 as a power of 3?

What is the result of adding the exponents 3/4 and 1/2?

What is the final answer when simplifying 3^(5/4) - 3^(4/4)?

Describe the process of subtracting exponents when dividing powers.