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MATHCOUNTS Countdown Round Bingo All answers are from 1 – 60, inclusive.

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Countdown Round Bingo All answers are from 1 – 60, inclusive. MATH COUNTS. . On your Bingo Card, put the following numbers in any order:. 1245811 1314 17 20 2627 31 3236 404143 4452 54 5556 58. - PowerPoint PPT Presentation

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Page 1: MATH COUNTS

MATHCOUNTS Countdown Round Bingo

All answers are from 1 – 60, inclusive.

Page 2: MATH COUNTS

On your Bingo Card, put the following numbers in any order:

1 2 4 5 8 11 1314 17 20 26 27 31 32 36 40 41

43 44 52 54 5556 58

Page 3: MATH COUNTS

1. Kyle missed 21 of the first 50 free throws he attempted. What percent of those first 50 free throws did he make?

Page 4: MATH COUNTS

Answer: 58 percent

Page 5: MATH COUNTS

2. What is the area, in square centimeters, of square ABCD in the figure shown if DX = 4 cm and AX = 5 cm?

A B

CD

X4

5

Page 6: MATH COUNTS

Answer: 41 square cm

Page 7: MATH COUNTS

3. Five U.S. coins are worth a total of 35 cents. How many of the coins are dimes?

Page 8: MATH COUNTS

Answer: 2 coins

Page 9: MATH COUNTS

4. How much more than 42 is 33?

Page 10: MATH COUNTS

Answer: 11

Page 11: MATH COUNTS

5. How many obtuse interior angles are in an obtuse triangle?

Page 12: MATH COUNTS

Answer: 1 angle

Page 13: MATH COUNTS

6. What is the sum of the number of faces and edges of a triangular prism?

Page 14: MATH COUNTS

Answer: 14

Page 15: MATH COUNTS

7. The value of eight nickels and six dimes is the same as four nickels and how many dimes?

Page 16: MATH COUNTS

Answer: 8 dimes

Page 17: MATH COUNTS

8. Fred has 2 yellow, 2 red and 2 green tokens. One red token is equal to 9 green tokens. One yellow token is equal to 3 green tokens. Fred converts all of his tokens to green tokens. How many green tokens does he have?

Page 18: MATH COUNTS

Answer: 26 green tokens

Page 19: MATH COUNTS

9. What is the value of ?2 25 (3 2)

Page 20: MATH COUNTS

Answer: 43

Page 21: MATH COUNTS

10. The average of five numbers is 16. Four of the numbers are 16, 16, 16 and 15. What is the value of the fifth number?

Page 22: MATH COUNTS

Answer: 17

Page 23: MATH COUNTS

11. In the figure shown, polygons ABCD, CDEF and DEGH are squares. The length of segment FG is 6 cm. How many square centimeters are in the area of hexagon ABFGHD?

F E G

C

B A

DH

Page 24: MATH COUNTS

Answer: 27 square centimeters

Page 25: MATH COUNTS

12. How many positive integers are less than 10?

Page 26: MATH COUNTS

Answer: 31 integers

Page 27: MATH COUNTS

13. What is the greatest possible integer less than 60 that is divisible by 3 and divisible by 6?

Page 28: MATH COUNTS

Answer: 54

Page 29: MATH COUNTS

14. Two sides of an isosceles triangle are 15 cm and 10 cm. What is the greatest possible perimeter of this triangle, in centimeters?

Page 30: MATH COUNTS

Answer: 40 centimeters

Page 31: MATH COUNTS

15. How many more boxes are needed if 70 ornaments are packaged in boxes that each hold 5 ornaments rather than boxes that each hold 7 ornaments?

Page 32: MATH COUNTS

Answer: 4 boxes

Page 33: MATH COUNTS

16. What is the sum of the first seven positive even integers?

Page 34: MATH COUNTS

Answer: 56

Page 35: MATH COUNTS

17. A particular store sells a pack of 7 pencils for $1.40. What is the average cost per pencil, in cents?

Page 36: MATH COUNTS

Answer: 20 cents

Page 37: MATH COUNTS

3085

A

B

C

18. On a protractor, ray BA goes through the 85-degree mark and ray BC goes through the 30-degree mark. What is the measure, in degrees, of angle ABC?

Page 38: MATH COUNTS

Answer: 55 degrees

Page 39: MATH COUNTS

19. Each side of pentagon ABCDE has length less than or equal to 7 units, AB = 5 units and BC = 6 units. How many units are in the greatest possible perimeter of ABCDE?

Page 40: MATH COUNTS

Answer: 32 units

Page 41: MATH COUNTS

20. Two figures each have a perimeter of 40 feet. One is a square and one is a rectangle with dimensions of 4 feet by 16 feet. What is the positive difference in the number of square feet of their areas?

Page 42: MATH COUNTS

Answer: 36 square feet

Page 43: MATH COUNTS

21. What is the greatest integer

less than ? 53

4

Page 44: MATH COUNTS

Answer: 13

Page 45: MATH COUNTS

22. Pens come in a package holding 4 pens. Rina’s teacher bought 13 packages of pens. How many pens did she buy?

Page 46: MATH COUNTS

Answer: 52 pens

Page 47: MATH COUNTS

23. How many integers between 20 and 90 are perfect squares?

Page 48: MATH COUNTS

Answer: 5 integers

Page 49: MATH COUNTS

24. What is the greatest two-digit multiple of 4 that is less than 47?

Page 50: MATH COUNTS

Answer: 44

Page 51: MATH COUNTS

25. The three-digit integer 63_ is a multiple of 3. What is the greatest possible digit that can be placed in the blank?

Page 52: MATH COUNTS

Answer: 9

Page 53: MATH COUNTS

26. What is the sum: –9 + –8 + –7 + ... + 8 + 9 + 10 + 11?

Page 54: MATH COUNTS

Answer: 14

Page 55: MATH COUNTS

27. The ratio of x to 27 is equal to the ratio of 2 to 3. What is the value of x?

Page 56: MATH COUNTS

Answer: 18

Page 57: MATH COUNTS

28. A hot air balloon is 10 feet off the ground now and is rising at a constant rate of 2 feet per second. What is the height of the balloon, in feet, after 18 more seconds?

Page 58: MATH COUNTS

Answer: 46 feet

Page 59: MATH COUNTS

29. Evaluate x2 – y2 when x = 12 and y = 11.

Page 60: MATH COUNTS

Answer: 23

Page 61: MATH COUNTS

30. What is the least common multiple of 3, 5 and 6?

Page 62: MATH COUNTS

Answer: 30

Page 63: MATH COUNTS

31. What is the average of 45, 46, 47 and 50?

Page 64: MATH COUNTS

Answer: 47

Page 65: MATH COUNTS

32. Kaya ate 60 cookies over a 5-minute period. On average, how many cookies did she eat each minute?

Page 66: MATH COUNTS

Answer: 12 cookies

Page 67: MATH COUNTS

33. If + 5 = 22, what is the

value of +   ?

Page 68: MATH COUNTS

Answer: 34

Page 69: MATH COUNTS

34. Let y = 2 + 3x. How much greater is y when x = 3 than when x = 2?

Page 70: MATH COUNTS

Answer: 3

Page 71: MATH COUNTS

35. A printer prints 17 pages per minute. How many minutes will it take to print 625 pages? Express your answer to the nearest whole number.

Page 72: MATH COUNTS

Answer: 37 minutes

Page 73: MATH COUNTS

36. Mary jogs 12 miles in 2 hours. On average, how many minutes does it take her to jog one mile?

Page 74: MATH COUNTS

Answer: 10 minutes

Page 75: MATH COUNTS

37. What is the positive difference between 252 and 242?

Page 76: MATH COUNTS

Answer: 49

Page 77: MATH COUNTS

38. Two positive integers are in the ratio 3:4. The smallest integer is 15. What is the sum of these two integers?

Page 78: MATH COUNTS

Answer: 35

Page 79: MATH COUNTS

39. Marie owns 3 department stores. Each store has 17 shelves for towels. What is the total number of shelves for towels?

Page 80: MATH COUNTS

Answer: 51 shelves

Page 81: MATH COUNTS

40. Of the 80 students at camp, 40% of them are male. How many female students are at camp?

Page 82: MATH COUNTS

Answer: 48 female students

Page 83: MATH COUNTS

41. The Battling Hummingbirds have won 40% of their first 60 games. If they win their next 12 games in a row, what percent of all of their games will they have won?

Page 84: MATH COUNTS

Answer: 50 percent

Page 85: MATH COUNTS

42. In box A, there are four more pennies than in box B. The total number of pennies in boxes A and B is 34. What is the number of pennies in box A?

Page 86: MATH COUNTS

Answer: 19 pennies

Page 87: MATH COUNTS

43. What is the sum of the first five positive odd integers?

Page 88: MATH COUNTS

Answer: 25

Page 89: MATH COUNTS

44. Ralph bought 5 dozen pencils for himself but gave 7 pencils to Stacey. How many pencils did Ralph have left?

Page 90: MATH COUNTS

Answer: 53 pencils

Page 91: MATH COUNTS

45. Katrina can bicycle 38 miles in four hours. At the same speed, how many miles does she bicycle in six hours?

Page 92: MATH COUNTS

Answer: 57 miles

Page 93: MATH COUNTS

46. In the formula d = rt, what is the value of r if d = 60 and t = 4?

Page 94: MATH COUNTS

Answer: 15

Page 95: MATH COUNTS

47. The total value of 90 pennies, 20 dimes and 12 quarters is what percent of the value of a ten-dollar bill?

Page 96: MATH COUNTS

Answer: 59 percent

Page 97: MATH COUNTS

48. Solve for x: 100 x = 16 + x.

Page 98: MATH COUNTS

Answer: 42

Page 99: MATH COUNTS

49. What is the number of degrees in the measure of angle ABD in square ABCD?

A B

D C

Page 100: MATH COUNTS

Answer: 45 degrees

Page 101: MATH COUNTS

50. What is 150% of 26?

Page 102: MATH COUNTS

Answer: 39

Page 103: MATH COUNTS

51. Triangle ABC is isosceles with angle B congruent to angle C. The measure of angle C is 75.5 degrees. What is the number of degrees in the measure of angle A?

Page 104: MATH COUNTS

Answer: 29 degrees

Page 105: MATH COUNTS

52. What is the value of 52 32?

Page 106: MATH COUNTS

Answer: 16

Page 107: MATH COUNTS

53. A candy company puts 21 candies in each bag. There are only red and blue candies in each bag. For every 2 red candies in a bag there are 5 blue candies. How many red candies are in each bag?

Page 108: MATH COUNTS

Answer: 6 red candies

Page 109: MATH COUNTS

54. The Carters had a 10-foot by 10-foot patio built at a cost of $2200. How many dollars per square foot did the patio cost to build?

Page 110: MATH COUNTS

Answer: 22 dollars per sq ft

Page 111: MATH COUNTS

55. Fifty percent of what number is 12?

Page 112: MATH COUNTS

Answer: 24

Page 113: MATH COUNTS

56. The ratio of the measures of two complementary angles is 2:1. What is the measure, in degrees, of the larger angle?

Page 114: MATH COUNTS

Answer: 60 degrees

Page 115: MATH COUNTS

57. From a one-meter piece of yarn, Chris cuts a 31.5 cm piece and a 35.5 cm piece. In centimeters, how much yarn is left?

Page 116: MATH COUNTS

Answer: 33 centimeters

Page 117: MATH COUNTS

58. What is the greatest prime factor of 10!?

Page 118: MATH COUNTS

Answer: 7

Page 119: MATH COUNTS

59. A stair-step exercise machine indicates that Leon burns 114 calories in 9 minutes. At the same rate, how many calories would Leon burn in a 3-minute workout?

Page 120: MATH COUNTS

Answer: 38 calories

Page 121: MATH COUNTS

60. The ages, in years, of the eight math teachers in the school are: 28, 28, 28, 28, 32, 32, 41, 76. What is the mode of the ages?

Page 122: MATH COUNTS

Answer: 28 years