Solving and graphing an absolute value inequality with an or inequality

The video tutorial explains how to solve and graph absolute value inequalities by creating two cases, understanding compound inequalities, and graphing them on a number line. It emphasizes the importance of flipping the inequality sign when negating and provides a step-by-step guide to plotting points and analyzing the solution set.

What are the two cases we need to create when solving an absolute value inequality?

Explain the process of flipping the sign when negating an inequality.

What does the inequality symbol represent in a compound inequality?

How do you graph an 'or' compound inequality?

What is the significance of open points in the graph of an inequality?