Graph an absolute value inequality from the parent graph

The video tutorial explains how to graph the inequality Y > |X|. It highlights that the graph will be a dashed line because the inequality is not inclusive. The tutorial demonstrates how to plot the graph starting from the vertex and explains the significance of dashed lines by testing points on the line. It further discusses testing points above and below the graph to determine which areas satisfy the inequality.

What type of line is used to graph the inequality Y > |X|?

• Bold line

• Solid line

• Dashed line

• Dotted line

Why is the line dashed when graphing Y > |X|?

• Because the inequality is a quadratic

• Because the inequality does not include equal to

• Because the inequality is less than

• Because the inequality includes equal to

Which point is used to test the inequality on the line?

• (0,0)

• (1,1)

• (2,2)

• (0,1)

What is the result of testing the point (0,1) for the inequality Y > |X|?

• The point is on the line

• The point does not satisfy the inequality

• The point satisfies the inequality

• The point is below the line

What does it mean if a point satisfies the inequality Y > |X|?

• The point is not part of the solution

• The point is on the line

• The point is below the line

• The point is above the line