Solving for x in an equation using addition and division

The video tutorial explains how to solve a simple two-step equation by isolating the variable X. It involves understanding the operations affecting the variable and systematically undoing them to achieve the final solution of X = 0. The process includes addressing addition, subtraction, multiplication, and division to simplify the equation.

What is the primary goal when solving for X in an equation?

• To add numbers to both sides

• To isolate the X variable

• To multiply both sides by X

• To make X equal to zero

What should you do if a number is subtracted from the variable X?

• Multiply both sides by the number

• Add the same number to both sides

• Subtract the same number from both sides

• Divide both sides by the number

Why do we add a number to both sides when it is subtracted from X?

• To make the equation more complex

• To cancel out the number and make it zero

• To increase the value of X

• To decrease the value of X

What operation should be performed if X is multiplied by a number?

• Multiply both sides by the number

• Divide both sides by the number

• Subtract the number from both sides

• Add the number to both sides

What is the result of performing division on both sides of an equation where X is multiplied by a number?

• The value of X is halved

• The multiplication is canceled out

• The equation becomes more complex

• The value of X is doubled