Applying the power to product rule to simplify an expression

The video tutorial explains how to simplify expressions using exponent rules, focusing on the power to product rule. It demonstrates how to apply this rule to monomials and provides examples to illustrate the process. The tutorial concludes with a summary of the key points covered.

What is the power to product rule used for?

• To divide exponents of the same base

• To multiply exponents of the same base

• To distribute a power across a product

• To add exponents of different bases

How can the expression X^2 be rewritten using multiplication?

• X + X

• X^3

• X * X

• 2X

What is the expanded form of XY^2?

• XY + XY

• X^2Y^2

• X^2 + Y^2

• XY * XY

How is the expression 6AB squared simplified using the power to product rule?

• 36A^2B^2

• 12AB

• 6^2AB

• 6A^2B^2

What is the result of distributing a power across a multiplication?

• The power is multiplied with each term

• The power is added to each term

• The power is distributed to each term

• The power is subtracted from each term