How to write a rational exponent into radical form

The video tutorial explains how to rewrite A to the one fifth in radical form by using the rule that B to the 1/m is equal to the mth root of B. The instructor clarifies that A to the one fifth power is equivalent to the fifth root of A, simplifying the concept for the student.

Explain the rule that relates B to the one fifth and the MTH root of B.

Why can we write B instead of B to the first power?

What is the radical form of A to the one fifth power?

What does A to the one fifth power simplify to in terms of roots?

How would you explain the process of rewriting exponents in radical form to a peer?