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Jeopardy
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You will be given a
problem to answer.
You must answer the
question correctly.
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Choose a point value.
Choose a point value.
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3. Graphing
Multi-Step
Inequalities
Absolute
Value
Equations
Absolute
Value
Inequalities
Story
Problems
Absolute
Value
Graphs
100
100
100
100
100
100
200
200
200
200
200
200
300
300
300
300
300
300
400
400
400
400
400
400
500
500
500
500
500
500

4. Graph:
x < -5
100

5. 100 -6 -5 -4

6. Graph:
y ≥ 7
200

7. 200 6 7 8

8. Graph:
-4 < x < 2
300

9. 300 -4 -2 2

10. Graph:
x ≤ 2 or x > 5
400

11. 2 4 6
400

12. x is less than 3 or at least 9
Graph:
x is less than 3 or at least 9
500

13. 3 6 9
500

14. Solve:
5w ≥ -6w + 55
100

15. w ≥ 5
100

16. Solve:
6y – 7 < -2y + 13
200

17. y < 2 ½
200

18. Solve:
-3(c + 4) - 2 > 7
300

19. c < -7
300

20. Solve:
3q + 6 ≤ -5(q + 2)
400

21. q ≤ -2
400

22. Solve:
5c + 4(c – 1) ≥ 2 + 5(2 + c)
500

23. c ≥ 4
500

24. Solve:
│x│= 10
100

25. x = 10 or x = -10
100

26. Solve:
│n + 10│=23
200

27. n = -33 or
n = 13
200

28. Solve:
│2x - 3 │= 37
300

29. x = 20 or
x = -17
300

30. Solve:
4│5 - t│ = 20
400

31. t = 0 or
t = 10
400

32. Solve:
│3h + 1│ - 4 = 13
500

33. h = 5 1/3 or
h = -6
500

34. Solve:
│h│≥ 2
100

35. h ≥ 2 or h ≤ -2
100

36. Solve:
│2n + 3│≤ 5
200

37. -4 ≤ n ≤ 1
200

38. Solve:
-6│w - 3│< -24
300

39. w < -1 or
w > 7
300

40. Solve:
│4y + 11 │ < 7
400

41. -4 ½ < y < -1
400

42. Solve:
3│x - 4│+ 21 ≤ 27
500

43. 2 ≤ x ≤ 6
500

44. Joe wants to buy a new phone, and he figures he needs at least $400 for the phone and accessories. If he can save $25 each month, write and solve an inequality to show for how many months Joe needs to save. 100

46. The cost to rent a car is $19. 50 plus $0. 25 per mile
The cost to rent a car is $19.50 plus $0.25 per mile. If you have $44 to rent a car, what is the greatest amount of miles you can drive? Write and solve an inequality.
200

48. Suppose it costs $5 to enter a carnival. Each ride costs $1. 25
Suppose it costs $5 to enter a carnival. Each ride costs $1.25. You have $15 to spend at the carnival. What is the greatest number of rides that you can go on? Write and solve the inequality.
300

50. Write an absolute value equation for a function that has the vertex at (5, -2) 400

52. Victor’s goal is to earn $75 per week at his after-school job
Victor’s goal is to earn $75 per week at his after-school job. Last week he was within $6.50 of his goal. Find the range of amounts that Victor might have earned last week. Write as an inequality.
500

54. Y = │x – 3 │differs from the parent function.
Describe how
Y = │x – 3 │differs from the parent function.
100

55. The absolute value graph is translated right 3 units.
100

56. y =│x │- 15 differs from the parent function.
Describe how
y =│x │- 15 differs from the parent function.
200

57. The absolute value graph is translated down 15 units.
200

58. differs from the parent function.
Describe how
y = - │x + 4 │
differs from the parent function.
300

59. The absolute value graph is reflected over the x-axis and is translated 4 units left.
300

60. Identify the solutions.
Graph:
y = │x │- 2
Identify the solutions.
400

61. Solutions: x = -2 and x = 2
400

62. Identify the solutions
Graph:
y = │x - 3 │- 1
Identify the solutions
500

63. Solutions: x = 2 and x = 4
500

64. Final Jeopardy
Make your wager

65. Solve:
-4│8 - 6d│+ 12= -44