How to solve a multi step equation with variables and parenthesis on both sides

The video tutorial covers solving multi-step equations, focusing on simplifying equations by applying the distributive property and combining like terms. It explains how to handle variables on both sides of an equation and the importance of isolating variables to solve equations. The tutorial also emphasizes understanding operations with variables and constants, using relatable examples like apples to clarify concepts.

What is the first step in simplifying a multi-step equation?

• Apply the distributive property

• Multiply all terms by 2

• Add all constants

• Divide by the coefficient

Why is it helpful to rewrite equations when combining like terms?

• To change the variables

• To make the equation longer

• To avoid confusion and ensure correct combination of terms

• To eliminate all constants

What is the preferred method when dealing with variables on both sides of an equation?

• Multiply the variable by 2

• Add the variable to both sides

• Always subtract the variable from the left side

• Subtract the variable to avoid negatives

What happens when you subtract a variable term from both sides of an equation?

• The constants are eliminated

• The variable term is reduced to zero on one side

• The equation becomes unsolvable

• The variable disappears

Why can't you subtract a variable term from a constant?

• Because it will make the equation longer

• Because it will change the variable

• Because it will result in a negative number

• Because they are not like terms