1. Compound Inequalities
Jeopardy
Inequalities
Solving Inequalities
Compound Inequalities
Miscellaneous
Absolute Value
100
200
300
400
500

2. Show work to justify your answer.
100
Is the ordered pair (-4, 3) a solution to the inequality x + 4y < 9?
Show work to justify your answer.

3. All real numbers that are less than -1 or greater than 3.
200
Translate and graph.
All real numbers that are less than -1 or greater than 3.

4. All real numbers that are greater than -6 and less than 2.
300
Translate and graph.
All real numbers that are greater than -6 and less than 2.

5. 400
Separate –8 < –2x ≤ 11 into two inequalities. Put the correct compound inequality word between them.

6. 500
Separate 9 < 3x + 12 < 33 into two inequalities. Put the correct compound inequality word between them.

7. Solve the multi-step inequality. Show all work.
100
Solve the multi-step inequality. Show all work.
3(8–p) < 42

8. Solve the multi-step inequality. Show all work.
200
Solve the multi-step inequality. Show all work.
10 d – 9 <15 + 4d

9. Solve the multi-step inequality. Show all work.
300
Solve the multi-step inequality. Show all work.
4(x – 3) < 4x + 6

10. Solve the multi-step inequality. Show all work.
400
Solve the multi-step inequality. Show all work.
2(5x – 12) – 2x  8x + 3

11. Solve the multi-step inequality. Show all work.
500
Solve the multi-step inequality. Show all work.
7( p + 3) < 4p p

12. Write a compound inequality that describes the graph.
100
Write a compound inequality that describes the graph.

13. Write a compound inequality that describes the graph.
200
Write a compound inequality that describes the graph.

14. Solve the compound inequality and graph the solution.
300
Solve the compound inequality and graph the solution.
–24 < 2(2x – 3) ≤ 32

15. Solve the compound inequality and graph the solution.
400
Solve the compound inequality and graph the solution.
3x + 3 < 0 or x – 4 > –3

16. Solve the compound inequality and graph the solution.
500
Solve the compound inequality and graph the solution.
6 + 2(x + 1) < 0 or 2x – 4 > 8

17. 100
The cost to purchase a DVD is $8.75. You have a $50 gift card. Write an inequality that models the number of DVDs that you can purchase with the gift card.

18. 200
The cost to purchase a DVD is $8.75. You have a $50 gift card. What’s the maximum number of DVDs that you can purchase?

19. Graph each inequality on the coordinate plane.
300
Graph each inequality on the coordinate plane.
y > –2

20. Graph each inequality on the coordinate plane.
400
Graph each inequality on the coordinate plane.
y ≥ –2x + 4

21. Graph each inequality on the coordinate plane.
500
Graph each inequality on the coordinate plane.
3x + 4y ≥ 12

22. Create your own absolute value inequality. Solve it.
100
Create your own absolute value inequality. Solve it.

23. Solve the absolute value equation.
200
Solve the absolute value equation.
|4x + 1| = 17

24. Solve the absolute value equation.
300
Solve the absolute value equation.
|x – 6| + 8 = 6

25. Solve the absolute value inequality and graph the solution.
400
Solve the absolute value inequality and graph the solution.
|x – 4| < 10

26. Solve the absolute value inequality and graph the solution.
500
Solve the absolute value inequality and graph the solution.
6|2x + 9| – 14 ≤ 16