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 is the first step in solving an absolute value inequality?

• Multiply both sides by -1

• Create two separate cases for the inequality

• Add 3 to both sides

• Graph the inequality on a number line

When negating a side of an inequality, what must you remember to do?

• Flip the inequality sign

• Add 1 to both sides

• Keep the inequality sign the same

• Subtract 1 from both sides

What type of compound inequality is formed when combining two inequalities with 'or'?

• Exclusive compound inequality

• And compound inequality

• Or compound inequality

• Inclusive compound inequality

In graphing an 'or' compound inequality, what should you ensure?

• Include only one of the values

• Include both values

• Exclude all values

• Include only negative values

What does an open point on the graph of an inequality indicate?

• The value is included in the solution

• The value is not included in the solution

• The value is the only solution

• The value is a midpoint