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Solving Absolute Value Inequalities Quiz

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1. Which of the following represents the solution to the inequality $|x-3| > 5$?

2. The solution set to $|2x + 4| \leq 8$ can be written as:

3. What is the correct solution set for $|3x - 1| < 8$?

4. Solve the inequality $|5 - x| \geq 3$. The solution set is:

5. Which represents the solution to $|x + 7| \leq 4$?

6. Find the solution set for $|x-2| > 7$.

7. The solution to the inequality $|4x + 16| < 20$ can be expressed as:

8. What is the solution set for $|x-4| \geq 3$?

9. Solve the inequality $|3x + 9| \geq 6$. The solution set is:

10. Which of the following is the correct solution set for $|7 - 2x| \leq 15$?