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Absolute Value Inequalities Quiz

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1. Which of the following represents the inequality $|x - 3| < 7$?

2. Which is the correct interpretation of $|2x + 5| \geq 9$?

3. If $|5-x| > 8$, which of the following is the solution set?

4. Solve the inequality $|3x - 6| \leq 15$.

5. Which expression correctly solves $|x+4| > 10$?

6. Solve $|7 - 2x| = 5$ for $x$.

7. Find the solution set of $|x - 2| \leq 4$.

8. Which represents the solution of $|x+3| < 2$?

9. Solve the inequality $|x - 5| \geq 3$.

10. What is the solution set for $|4 - x| < 3$?