Simplify an expression by using the power to product rule with rational exponents

The video tutorial explains how to simplify expressions using exponent rules, focusing on the power to product rule and the power rule. It demonstrates applying these rules to expressions, converting them into radical form, and simplifying them further. The tutorial concludes with finding the final simplified expression.

What does the power to product rule allow you to do with a product raised to a power?

• Distribute the power to each term in the product

• Subtract the exponents of the terms in the product

• Multiply the exponents of the terms in the product

• Add the exponents of the terms in the product

When applying the power rule, what operation is performed on the exponents?

• Division

• Addition

• Subtraction

• Multiplication

How can you rewrite a fractional exponent as a radical expression?

• By using the fraction as the root of the base

• By adding the fraction to the base

• By multiplying the fraction with the base

• By subtracting the fraction from the base

What is the fifth root of -32?

• 4

• -2

• -4

• 2

What method can be used to simplify radical expressions?

• Product rule

• Quotient rule

• Factor tree

• Power rule