Solving a Two Step Absolute Value Equation

The video tutorial explains the concept of absolute value as the total distance from a point on a number line, regardless of direction. It demonstrates solving absolute value equations by finding values that satisfy the equation, using examples to illustrate the process. The tutorial covers both positive and negative solutions, ensuring a comprehensive understanding of how absolute values work in equations.

What does the absolute value represent on a number line?

• The midpoint between two points

• The total distance from a point

• The direction of movement

• The sum of all distances

When solving an absolute value equation, what must be considered?

• Only the negative scenario

• Only the positive scenario

• Both positive and negative scenarios

• Neither scenario

If Z - 13 = 21, what is one possible value of Z?

• 34

• 13

• 24

• 8

What is the value of Z if the equation is -Z + 13 = 21?

• -21

• 8

• 21

• -8

Which of the following values for Z will result in an absolute value of 21?

• 24 and -8

• 21 and -21

• 13 and -13

• 8 and -8