How to write a term with a rational exponent in radical form

The video tutorial explains how to express numbers in exponential form, focusing on rational exponents. It introduces the concept of writing expressions with rational exponents, where the denominator becomes the root. The tutorial demonstrates this with the example of X to the one-sixth power, showing how it translates to the sixth root of X. The video concludes with a motivational note, encouraging students to apply the learned concepts.

What is the process to write a number in exponential form when it is raised to a rational power?

How do you interpret the denominator when writing a number in exponential form?

Explain why we can simply write X instead of X raised to the first power.

What does X raised to the one sixth power represent in terms of roots?

What is the significance of the sixth root in the context of exponential form?