Using the product rule of radicals to simplify to rational exponents

The video tutorial covers basic exponent rules, including the nth root and power of product rule. It explains how to convert expressions into rational form using these rules. The tutorial concludes with a light-hearted note.

What is the Nth root of B equivalent to in terms of exponents?

• B to the power of M/N

• B to the power of M

• B to the power of 1/N

• B to the power of N

How can the expression (a * b) raised to the power of M be simplified?

• a to the power of M divided by b to the power of M

• a times b to the power of M

• a to the power of M times b to the power of M

• a to the power of M plus b to the power of M

What is the product rule of radicals?

• The root of a product is equal to the product of the roots

• The root of a product is equal to the sum of the roots

• The root of a product is equal to the difference of the roots

• The root of a product is equal to the division of the roots

How can the 5th root of B be expressed in rational form?

• B to the power of 5

• B to the power of 1/10

• B to the power of 1/5

• B to the power of 10

If you have A to the 10/5 power, what is the simplified form?

• A to the power of 10

• A to the power of 1/5

• A to the power of 2

• A to the power of 5