How to graph an absolute value inequality with a vertical stretch & vertical compression

The video tutorial explains how to graph an absolute value inequality. It begins by identifying the vertex and understanding how the graph is vertically stretched or compressed. The tutorial then demonstrates how to graph the inequality using a table to plot points and determine symmetry. It also covers how to decide if the line should be dashed or solid and how to determine the shading of the graph based on test points.

What is the significance of the vertex in graphing an absolute value inequality?

How does the value of 'A' affect the graph of an absolute value function?

What method can be used to find points on the graph of an absolute value inequality?

Explain the process of determining whether the line in an absolute value inequality graph is dashed or solid.

How do you determine the shading direction for an absolute value inequality graph?