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4. 100 200 300 400 500 Expressions Equations Fraction Equations Proportions & Percents Probability/ Pythagorean Theorem Linear Equations

5. A 100 2(4) + 22 4 2 – 11

6. 6 A 100

7. 5  8 – 4 + 16 ÷ 2 A 200

8. 44

9. 3 (n – p) + 2n – 4p A 300

10. 5n – 7p A 300

11. 6 ( 2 – j ) + 2j – 5 A 400

12. -4j + 7 A 400

13. 12v - 3 ( 2 + 4v ) + 3 A 500

14. -3 A 500

15. You pay $35 in dues to a photo club and $10 per roll you have developed. If you spend $225 during the year, how many rolls of film do you have developed? B 100

16. 19 rolls B 100

17. B 200 Solve 10y – (4y + 8) = –20

18. y = - 2 B 200

19. B 300 Solve 3x + 15 – 9 = 2(x + 2).

20. x = - 2 B 300

21. B 400 3(4x + 2) = 12x + 3

22. No solution B 400

23. A car-rental company charges a flat fee of $195 and $.20 per mile to rent a popular model of a sports-utility vehicle. If the total cost to rent the vehicle for a 5-day ski trip was $495, how many miles were driven? B 500

24. 1,500 miles B 500

25. C 100

26. x = 15 C 100

27. C 200

29. Lynn made a mix with the following 1 ¾ cups granola, 2/3 cups of peanuts, 1 ½ cups of cranberries, and ¼ cups of chocolate chips. What is the total amount of cups she made of her mix? C 300

30. 4 1/6 cups C 300

31. DAILY DOUBLE C 400 DAILY DOUBLE Place A Wager

32. C 400

33. 372 C 400

34. x- 22 = 41 C 500

35. x = 9 C 500

36. D 100 For the first 4 home football games, the concession stand sold a total of 600 hotdogs. If that ratio stays constant, how many hotdogs will sell for all 10 home games?

37. 1,500 hotdogs D 100

38. D 200

39. 7.8m D 200

40. Shoes: $14 How much is 8% tax? D 300

41. $1.12 D 300

42. Victoria went to the mall on Saturday and bought a DVD which originally cost $29. It was on sale for 10% off. How much did she pay for the DVD? D 400

43. The movie originally cost $29, so a 10% discount is equal to $2.90. Therefore, the sale price on the DVD is: $29.00 - $2.90 = $26.10 D 400

44. D 500 Find the cost after discount: $32 sweater, 55% off

45. $14.40 D 500

46. E 100 Dylan, Andrew, Hailey, and Jordan ran in a race. In how many different orders can they finish the race?

47. 24 orders E 100

48. E 200 How many ways can a president and vice-president be selected in a class of twenty-five students?

49. 600 ways E 200

50. E 300

51. a = 6 E 300

52. E 400

53. 8

54. E 500

55. The longest side of a right triangle, Located across (diagonal) from the Right angle. E 500

56. Find the intercepts of the equation's graph. 2x + y = 6 F 100

57. x = 3 y = 6 F 100

58. Identify the slope and y-intercept. y = -3x + 3 F 200

59. Slope = -3 Y-int = 3 F 200

60. Identify the slope and y-intercept of the given equation. 3x - 3y = -9 F 300

61. Slope = 1 Y-int = -3

62. Write an equation of the line with the given slope and y-intercept. F 400

63. y = -2x + 8

64. Rewrite the equation in function form. Then describe how you would graph the given linear equation. F 500

65. y = 2x – 4 Go down 4 on the y-axis the up two and over one to the right

66. The Final Jeopardy Category is: COORDINATE PLANE Please record your wager. Click on screen to begin

67. Translate the triangle on the coordinate plane 3 units down and 4 units to the left. Give the new coordinates of A, B, and C. Click on screen to continue

68. A (-3, 1) B (-5, -4) C (-1, -3) Click on screen to continue

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