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Math Review Chapter 5

Math Review Chapter 5. Which number closest to the sum of 272 and 611 (estimate)?. 400 1200 1000 900. 900. Which of the following is closest to the product of 68 and 42 ?. 280 2800 28,000 280,000. 2,800.

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Math Review Chapter 5

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  1. Math Review Chapter 5

  2. Which number closest to the sum of 272 and 611 (estimate)? • 400 • 1200 • 1000 • 900

  3. 900

  4. Which of the following is closest to the product of 68 and 42 ? • 280 • 2800 • 28,000 • 280,000

  5. 2,800

  6. An average of 20,000 pounds of hamburger is eaten each day in Pennsylvania. How much hamburger is eaten in one week?

  7. 140,000 pounds

  8. How much hamburger is eaten in one month?( 30 days in a month)

  9. 600,000 pounds

  10. Do we eat more or less than a million pounds in a year?

  11. More

  12. During the past decade 18,786,110 people visited New York city. Round that number to the closest million.

  13. 19,000,000

  14. Round 18,786,110 to the nearest thousand.

  15. 18,786,000

  16. In New York there are about 60 restaurants for every 10,000 visitors. About how many restaurants are there in New York City?

  17. 114, 000 restaurants

  18. Greater than or less than? 12,000,000 ____ 6,988,676

  19. 12,000,000 > 6,988,676

  20. 459,799 _____ 456,989

  21. 459,759 > 456,989

  22. 43,000,000,000 _____ 6 trillion

  23. 43,000,000,000 < 6 trillion

  24. 9 * 7 =90 * 7 =9 * 700 =

  25. 63 630 6,300

  26. 6 * 3 =60 * 30 =600 * 30 =

  27. 18 1,800 18,000

  28. Multiply 9 * 56 =

  29. 504

  30. Multiply 32 * 6 =

  31. 192

  32. Multiply 84 * 36 =

  33. 3024

  34. Multiply 32 * 17 =

  35. 544

  36. Challenge Problems: These will not be on your test, but be offered as bonus problems.(similar ones to these)

  37. Use the odd digits below to make the largest possible sum. 9,8,7,6,5,4,3,2,1,0

  38. Two possible answers 973 + 51 = 1024 953 + 71 = 1024 (strategy: use largest digits first)

  39. Use even digits below to make the smallest possible sum. 9,8,7,6,5,4,3,2,1

  40. Solution 204 - 86 = 118 (strategy: use smallest numbers first)

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