3. $100 $400 $300$200$400 $200$100$100$400 $200$200$500 $500$300 $200$500 $100$300$100$300 $500$300$400$400$500

4. OOO

5. Translating and Parts of An Expression

6. Evaluate Expressions

7. Simplifying Expressions

8. Pot-Luck

9. OOO Translate and Parts of Expressions Evaluate Expressions Simplify Expressions Pot-Luck $100 $300 $200 $400 $500

10. OOO- $100 OOO- $100 2. 10 – 2 x 3 + 7

11. OOO - $200 2. (5 2 – 6 ∙ 3) + 2 3

12. OOO? - $300 2. 3[(12-4) + 2] - 8

13. OOO? - $400 5 3 – 16 [(3 + 9 ∙ (½) 2 ) + 2] 2 + 3 0 5 3 – 16 [(3 + 9 ∙ (½) 2 ) + 2] 2 + 3 0

14. OOO? - $500 The average height of a giraffe is 18 feet tall. Which of these expressions shows the height of the giraffe? a) 4 2 -2 b) 3 x 12 ÷ 4 + 2 c) 3 3 ÷ 9 x 6 d) 20 ÷ 5 + 5 - 6

15. Translating and Parts of an Expression - $100 5. Translate the following expression into words: 12 – 7 + x

16. Translating and Parts of an Expression$200 Translating and Parts of an Expression - $200 4. Express and calculate the expression, “add eight and seven, then multiply by two.”

17. Translating and Parts of an Expression-$300 Translating and Parts of an Expression- $300 Define the following: VariableCoefficientconstantTerm 12. Label each in the following expression 3a + 10

18. Translating and Parts of an Expression - $400 9. The cost for mailing a package is a $10 handling fee plus an additional $.29 for each ounce the package weights. Write an expression to represent the cost of mailing a package the weighs x ounces.

19. Translating and Parts of an Expression - $500 Charlie is 4 times as old as his brother Alex. John is 5 years older than Alex. JoJo is 3 years younger than Charlie. If a represents Alex’s age, write three expressions: one to represent Charlie’s age, another to represent John’s age, and one to represent JoJo’s age.

20. Evaluate Expressions - $100 3. Evaluate 3x + 5(x-4) for x = 6

21. Evaluate Expressions- $200 3. Evaluate 4a + 19 –a 2 when a = 3

22. Evaluate Expressions - $300 11. Use the formula A = s 2 to find the area when s = 3 inches.

23. Evaluate Expressions - $400 Use the formula A = s 2 to find the area when s = 1/4 inches.

24. Pot-Luck Vocabulary - $300 A solid figure with two congruent parallel circular basis and a curved surface that connects the bases, like a can.

25. Evaluate Expressions- $500 Evaluate Expressions - $500 10. The formula C = 5/9 (F -32) can be used to convert Fahrenheit temperatures to Celsius temperatures. Change 77 degrees Fahrenheit to Celsius.

26. Simplify Expressions $100 7. 7. Apply the distributive property to write an equivalent expression to: 7(x+1)

27. Simplify Expressions- $200 8. 8. Simplify: 2x + 2y + 3x 2 + 4x -y

28. Simplify Expressions - $300 Write the letter of the expression from column 2 that is equivalent to the expression from column 1. Write Letter Here Column 1Column 2 2x A. 2x + 3x + x 6x + 4 B. x ∙ x x + 3 C. x ( x + 1) x 2 + x D. 3 ( 2x + 1 ) 6x + 3 E. x + x 6x F. ( x + 1) + 2 x2x2 G. 2 ( 3x + 2) 15..

29. Simplify Expressions - $500 Rudy earns $20 per hour selling video games. He also spends $3 each hour on candy. If he works x hours, write an expression to represent how much money he will make.

30. Pot-Luck - $100 Write the following expressions using exponents: a)2 x 2 x 2 b)3 x 3 c)4 x 4 x 2 d)5 x 5 x 5 x 5

31. Pot-Luck - $200 Why do we use exponents?

32. Pot-Luck - $300 14. Write the letter of the example that demonstrate the number property. Write Letter Here Number Properties Examples Associative Property of Addition A. 2 x 7 = 7 x 2 Associative Property of Multiplication B. 3 x 0 = 0 Commutative Property of Addition C. 5 + 0 = 5 or 5 x 1 = 5 Commutative Property of Multiplication D. (9 + 1 ) + 2 = 9 + ( 1 + 2) Identity Property E. 3 ( x + 1 ) = 3x + 3 Zero Property F. 1 + 15 + 3 = 3 + 15 + 1 Distributive Property G. 2 ( 3 x 6) = (2 x 3) x 6

33. Pot-Luck - $400 Which of the following is the “sum of two terms?” Which is a “product of two factors”? 3x + 1 3(x+1) 3 + x

34. Pot-Luck - $500 10 x 8 12 Rectangle A Rectangle B 1.Write an algebraic expression to represent the area of the figure. 2.Write an algebraic expression to represent the perimeter of the figure.

35. OOO? - $100 2. 10 – 2 x 3 + 7 = 11

36. OOO? - $200 2. (5 2 – 6 ∙ 3) + 2 3 = 15

37. OOO? - $300 2. 3[(12-4) + 2] – 8 = 22

38. OOO? - $400 5 3 – 16 [(3 + 9 ∙ (½) 2 ) + 2] 2 + 3 0 5 3 – 16 [(3 + 9 ∙ (½) 2 ) + 2] 2 + 3 0=3

39. OOO? - $500 The average height of a giraffe is 18 feet tall. Which of these expressions shows the height of the giraffe? a) 4 2 -2 b) 3 x 12 ÷ 4 + 2 c) 3 3 ÷ 9 x 6 d) 20 ÷ 5 + 5 - 6

40. Translating and Parts of an Expression - $100 5. Translate the following expression into words: 12 – 7 + x One possible answer: The difference of twelve and seven plus some number

41. Translating and Parts of an Expression - $200 4. Express and calculate the expression, “add eight and seven, then multiply by two.” (8 + 7) x 2 = 30

42. Translating and Parts of an Expression - $300 A variable is a symbol or letter used to represent an unknown value; it can vary or change. The coefficient is a number in front of a variable. Term is a part of an algebraic expression and can be a constant, variable or a product of both. Terms are separated by + or -. A constant is a quantity that does not change. 3a + 10 3 is the coefficient a is the variable 10 is the coefficient 3a and 10 are both terms

43. Translating and Parts of an Expression - $400 9.The cost for mailing a package is a $10 handling fee plus an additional $.29 for each ounce the package weights. Write an expression to represent the cost of mailing a package the weighs x ounces. 0.29x + 10

44. Translating and Parts of an Expression - $500 Charlie is 4 times as old as his brother Alex. John is 5 years older than Alex. JoJo is 3 years younger than Charlie. If a represents Alex’s age, write three expressions: one to represent Charlie’s age, another to represent John’s age, and one to represent JoJo’s age. Alex = a Charlie = 4a John = a + 5 JoJo = 4a - 3

45. Evaluate Expressions - $100 3. Evaluate 3x + 5(x-4) for x = 6 3. 18 + 5(6-4) = 28

46. Evaluate Expressions - $200 3. Evaluate 4a + 19 –a 2 when a = 3 12 + 19 –3 2 = 22

47. Evaluate Expressions - $300 11.Use the formula A = s 2 to find the area when s = 3 inches. A = 3 x 3 = 9 in. 2

48. Evaluate Expressions - $400 Use the formula A = s 2 to find the area when s = 1/4 inches. A = ¼ x ¼ = 1/16 in. 2

49. Evaluate Expressions - $500 10.The formula C = 5/9 (F - 32) can be used to convert Fahrenheit temperatures to Celsius temperatures. Change 77 degrees Fahrenheit to Celsius. 5/9 (F-32) 5/9(77-32) 5/9(45) 25 degrees Celsius

50. Simplify Expressions - $100 7. 7. Apply the distributive property to write an equivalent expression to: 7(x+1) 7(x+1) = 7 ∙ x + 7 ∙ 1 Or 7x + 7

51. Simplify Expressions - $200 8. 8. Simplify: 2x + 2y + 3x 2 + 4x – y 6x + 3x 2 + y

52. Simplify Expressions - $300 Write the letter of the expression from column 2 that is equivalent to the expression from column 1. Write Letter Here Column 1Column 2 E2x A. 2x + 3x + x G6x + 4 B. x ∙ x Fx + 3 C. x ( x + 1) Cx 2 + x D. 3 ( 2x + 1 ) D6x + 3 E. x + x A 6x F. ( x + 1) + 2 B x2x2 G. 2 ( 3x + 2)

53. Simplify Expressions - $400 Each month Zac earns $25 allowance plus $30 in babysitting earnings. Write an expression for how much Zac will earn in n months. 55n

54. Simplify Expressions - $500 Rudy earns $20 per hour selling video games. He also spends $3 each hour on candy. If he works x hours, write an expression to represent how much money he will make. 17x or x(20-3)

55. Pot-Luck - $100 Write the following expressions using exponents: a)2 x 2 x 2 = 2 3 b)3 x 3 = 3 2 c)4 x 4 x 2 = 4 2 x 2 d)5 x 5 x 5 x 5= 5 4

56. Pot-Luck - $200 Exponents are used to show REPEATED multiplication.

57. Pot-Luck - $300 n – 19 = 28 Write the letter of the example that demonstrate the number property. Write Letter Here Number Properties Examples D Associative Property of Addition A. 2 x 7 = 7 x 2 G Associative Property of Multiplication B. 3 x 0 = 0 F Commutative Property of Addition C. 5 + 0 = 5 or 5 x 1 = 5 A Commutative Property of Multiplication D. (9 + 1 ) + 2 = 9 + ( 1 + 2) C Identity Property E. 3 ( x + 1 ) = 3x + 3 B Zero Property F. 1 + 15 + 3 = 3 + 15 + 1 E Distributive Property G. 2 ( 3 x 6) = (2 x 3) x 6

58. Pot-Luck - $400 Which of the following is the “sum of two terms?” Which is a “product of two factors”? 3x + 1 – sum of 2 terms 3(x+1) -product of 2 factors 3 + x – sum of 2 terms

59. Pot-Luck - $500 10 x 8 12 1.Write an algebraic expression to represent the area of the figure. 8x10 + 12x = 80 + 12x 2.Write an algebraic expression to represent the perimeter of the figure. 10 + x + 12 + x + 4 + 10 + 8 = 44 + 2x

61. CURRENT EVENTS

62. FINAL CATEGORY The Name of the subject that the BEST TEACHER in the school teaches this year.

63. What is Math? FINAL CATEGORY

64. END OF GAME

65. JEOPARDY! Slide Show Notes The font for the question & answer slides is “Enchanted;” a copy of this font in located in the “REAL Jeopardy Template” folder. (This font will need to be installed in the C:/WINDOWS/FONTS folder of the computer running the show.) In order to keep all of the sounds and fonts together, copy the entire “REAL Jeopardy Template” folder. To change the categories: –1. Go to “Edit” and “Replace…” –2. In the Find box, type Solving Inequalities & Number Lines(all caps) –3. In the Replace box, type the category in all caps (for example, PRESIDENTS) –4. Click Replace All... To use the Daily Double: –1. Choose which dollar values to set as Daily Double –2. Link that dollar value to one of the DD slides –3. Link the arrow on the DD slide to the correct question slide (so dollar/category match)

66. Running the JEOPARDY! Slide Show On the game board with the categories on top, click on the desired dollar value. (The first game board is used only to blink in the dollar values like the show.) ICONS: –? Go to the answer screen. –House Go back to the game board. –Right Arrow (on Daily Doubles) Go to the question screen. –Turned-up Arrow Reload question screen after incorrect guess

67. Simplify Expressions - $400 Each month Zac earns $25 allowance plus $30 in babysitting earnings. Write an expression for how much Zac will earn in n months.