Learn how to solve for y of a rational expression

The video tutorial explains how to solve for the variable Y in an equation. It begins by discussing the need to isolate Y and remove it from the denominator. The instructor then applies the distributive property to simplify the equation and moves terms to one side. Factoring is used to further isolate Y, and the process concludes with the final steps to solve for Y. The tutorial emphasizes understanding the properties of equations and the importance of logical steps in solving for variables.

What is the first step in solving for Y when it is in the denominator?

• Subtract Y from both sides

• Multiply both sides by y + 3

• Add Y to both sides

• Divide both sides by Y

Why is it necessary to get all Y terms on the same side of the equation?

• To make the equation quadratic

• To apply the difference property

• To eliminate the variable X

• To simplify the equation for solving

What property is used to simplify the equation after removing parentheses?

• Distributive Property

• Associative Property

• Identity Property

• Commutative Property

What is the purpose of factoring out the common Y term in the equation?

• To eliminate the variable X

• To simplify the equation for solving

• To make the equation quadratic

• To apply the difference property

What operation is performed to isolate Y after factoring it out?

• Divide both sides by X - 1

• Multiply both sides by X - 1

• Subtract X from both sides

• Add X to both sides