How to rewrite the 4th root of a variable with a rational exponent

The video tutorial explains how to convert a mathematical expression into exponential form. It begins by highlighting the power of Z, which is to the first power, and then demonstrates the conversion process using the formula B to the 1/m equals the M root of B. The tutorial concludes by showing how to express the radican raised to the first power as Z to the one-fourth power.

What is the significance of the power inside Z being to the first power?

• It allows conversion to exponential form.

• It shows Z is a variable.

• It indicates Z is a constant.

• It means Z is a complex number.

Which formula is used to convert a radical expression to exponential form?

• B to the m equals the 1/m root of B

• B to the 1/m equals the m root of B

• B to the 1/m equals the M root of B

• B to the m equals the m root of B

What does the expression B to the 1/m represent?

• The square root of B

• The reciprocal of B

• The mth root of B

• The mth power of B

How can Z be expressed when the radican is raised to the first power?

• Z to the 1/5 power

• Z to the 1/4 power

• Z to the 1/3 power

• Z to the 1/2 power

Why is it possible to write Z as Z to the one 4th power?

• Because Z is a constant

• Because the radican is raised to the first power

• Because Z is a complex number

• Because Z is a variable