1. What you need: a scorekeeper 4-5 marker boards (or page protectors) markers erasers/paper towel/socks, etc. The questions rotate through the 10 units in 6 th grade math. There are 60 total questions. Allow approximately 30 seconds for responses.

2. Instructions for Teachers This is intended to be fast-paced quick answer type game, not heavy on calculations. Recall of important info from this year… Suggested use is to place students in 4-5 teams. You will need a whiteboard/marker for each team. Team 1 Team 2Team 3 Team 4

3. Instructions for Teachers The first person in each team answers question 1 on their marker board. All correct responses earn a point for their team. If other team members shout out or provide answers their team loses a point. Team 1 Team 2Team 3 Team 4

4. Instructions for Teachers If none of the people get it correct, play shifts to the next row of students on each team to see if they can answer the question. The next question is answered by the next group of students. Students can either shift positions (like a relay) or just pass the marker board back. Team 1 Team 2Team 3 Team 4

5. Alternate Method: for a smaller group, arrange students in a circle only 1 person answers each question If a student answers a question wrong they sit down Last person standing, wins!

6. CRCT Math Blitz!

7. About how many more 7 th graders took the bus compared to 5 th graders? about 20 more students

8. List the first 3 multiples of 7. 7, 14, 21

9. Convert 3 ¼ to an improper fraction. 13/4

10. Write 1/4 as a percent. 25%

11. x + 2 = 5 Expression or an Equation? equation

12. TRUE or FALSE: A figure can only have one type of symmetry. False- they can have both rotation and reflection symmetry.

13. How long is a yardstick? ___ yards ___ feet ___ inches 1 yard, 3 feet, 36 inches

14. Why is the graph below not a direct proportion? The line does not go through the origin (0,0)

15. Surface Area or Volume? The amount of air in a room… Volume

16. What is the probability of a coin landing on “tails”? 1:2

17. What is the mode of the data below? 22. It is shown twice, more than any other value.

18. Prime or Composite? 39 Composite – 1, 3, 13, 39

19. Convert 10/2 to a mixed number. 5

20. Write 2/3 as a decimal. 0.666… or

21. What is the inverse operation for addition? subtraction

22. How many times does the figure below show rotational symmetry? 4 times

23. How many grams is 3 centigrams? 0.03 grams

24. Does the equation below represent a direct proportion? No – it is not in the form y = kx 4x +2 = y

25. How many vertices are on the solid figure shown below? 8

26. What is the probability of rolling number greater than 2 on a standard die ? 2:3 There are 4 numbers > 2(3,4, 5,6) and 6 possible outcomes. 4:6 simplifies to 2:3

27. In the histogram below, in which interval did approximately 50 employees fall? 0-10 or 0-$10,000

28. Suzy and Joe run around a circular track. They start at the same time. Suzy takes 9 minutes to run the entire track. Joe takes 15 minutes to run the entire loop. They want to know how many minutes it will be before they are at the same place and time. Should they find the GCF or LCM of the 2 numbers? LCM

29. What does SOAR stand for? (same – opposite – and reciprocal)

30. What is 10% of 50? 5

31. What is 3 3 ? 3 x 3 x 3 = 27

32. What is the ANGLE of ROTATION in the shape below? 180 degrees ( 360/2 = 180)

33. 1 3/8 inches. What is the length of the key below to the nearest 1/8 inch?

34. What is the constant of proportionality in the equation below? ½ ½x = y

35. What is the formula for volume of a rectangular pyramid? l x w x h / 3

36. What is the probability of rolling a number < 7 on a standard die? 1 There is a 6:6 chance of rolling a 1-6.

37. How many people in the room are in their thirties? 0- There are no leaves (no data) in the 3 stem. Ages of people in the room

38. How many factors does 24 have? 8. (1, 2, 3, 4, 6, 8, 12, 24 )

39. ½ ¼ = ? 1/8

40. Write 55% as a decimal. 0.55

41. In which of the following equations is the solution 2? A. 3x = 10 B. x – 2 = 3 C. 7 + x = 11 D. 20/x = 10

42. How many LINES of SYMMTERY does the figure below have? Three

43. How many ounces in 10 cups? 80 cups

44. Sue pays $26 for tickets for herself and 4 of her friends. Which of the following equations could be used to find the cost of each ticket? A. 26 + x =4 B. 26 4 = x C. 20 – 4 = x D. 5x = 26

45. The net of what solid figure is shown below? rectangular pyramid

46. All the letters of the alphabet are placed in a bag. What is the P(picking a consonant)? 21:26

47. Which graph would be most appropriate for displaying categorical data? A. bar graph B. circle graph C. line graph D. box & whisker plot

48. Find the LCM of 8 and 6. 24

49. Jack has 1/3 of a pizza. Jill has ½ of a pizza. How much pizza do they have? 5/6 of a pizza

50. Which rational number below has the greatest value? A. 0.6 B. 2/3 C. 61% D. 0.2222….

51. Are the ratios below proportional? No, they are not equivalent. 5 x 5 = 25 3 x 10 = 30

52. What is the formula to calculate the angle of rotation? 360/order

53. How many ounces in a cup? 8 ounces

54. The total cost of biscuits is directly proportional to the number of biscuits purchased. If chicken biscuits are $2.50 each, write an equation to represent the situation. y =$2.50x

55. Surface Area or Volume? How much cardboard needed to make a box… surface area

56. What is the probability of rolling a prime number on a standard die? 1:2 – 2, 3 and 5 are the only prime numbers so the probability is 3:6, simplified to 1:2.

57. What graph would be best to show change over time data? line graph

58. What is the prime factorization of 22? 2 x 11

59. What is the reciprocal of 1/4? 4

60. Which rational number below has the least value? A. 0.25 B. 1/5 C. 9% D. 0.8

61. Write this equation: The product of 4 and a number is 22. 4x = 22 Any variable is correct.)

62. Does the word below have rotational symmetry? YES M O W

63. Convert 3 km to mm. 6 k h dk units d c m 1 2 3 4 5 3,000,000

64. What is the constant of proportionality? ½ You can pick any point on the line, such as (2,1). Remember… k= y/x so k= ½.

65. Which formula would you use to determine how much soup would fit in a soup can? A. 2 π r 2 + 2 π r h B. l x w x h C. π r 2 h D. 0.2222…. volume of a cylinder

66. Complete the sentence: Probability values range from __ to __. 01

67. Time is Up!