The video tutorial explains how to perform inverse operations by swapping variables and solving for Y. It demonstrates the use of inverse operations, such as undoing addition, subtraction, and division, to solve equations. The tutorial also covers writing functions in inverse notation and using the distributive property to express equations in different forms. The video concludes with a brief summary and confirmation of understanding.

What is the first step in finding the inverse of a function?

• Divide the variables

• Add a constant to the variables

• Swap the variables

• Multiply the variables

After swapping the variables, what operation should be undone first?

• Exponentiation

• Multiplication

• Division

• Addition and subtraction

What is the expression for Y after undoing addition and subtraction?

• Y = X / 3

• Y = X + 1 / 3

• Y = X + 1

• Y = X - 1

How can the inverse function be expressed using the distributive property?

• 3X + 1

• X / 3 + 1/3

• X - 1 / 3

• X + 1 / 3

What symbol is used to denote the inverse function?

• H inverse

• G inverse

• Y inverse

• F inverse