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Lesson 4: Use place value understanding to round multi-digit numbers to any place value using real world applications. — Practice Questions

  1. 1. A charity needs 723 meals for an event. If meals are prepared in batches of 100, what is the minimum number of meals they must prepare to have enough for everyone? ___

  2. 2. The official number of runners in a city marathon was 28,745. Which number is the most appropriate estimate to use for a quick newspaper headline?

    • A. 28,745
    • B. 28,750
    • C. 29,000
    • D. 28,000
  3. 3. To get the most precise estimate for the sum of $4,218 + 3,891$, which rounding method is best?

    • A. Rounding both numbers to the nearest thousand
    • B. Rounding both numbers to the nearest hundred
    • C. Rounding only the first number to the nearest thousand
    • D. Rounding only the second number to the nearest hundred
  4. 4. A library needs to buy 845 protective book covers. If the covers are only sold in packs of 10, what is the total number of covers the library must purchase? ___

  5. 5. A farmer calculates that she needs 530 pounds of fertilizer. It is sold in 50-pound bags. Why must she buy 11 bags (550 pounds) instead of 10 bags (500 pounds)?

    • A. Because 530 is closer to 550 than to 500
    • B. Because standard rounding rules say to round 3 down
    • C. To ensure she has enough fertilizer for her entire field
    • D. To get a better price per bag
  6. 6. A city's population is 476,391. Rounded to the nearest ten thousand, the population is ___.

  7. 7. A concert hall has 4,788 seats. To ensure every person gets a program, the event manager needs to estimate how many to print. Which estimate is most appropriate?

    • A. 4,000, because it's a round number.
    • B. 4,700, because it's less than the actual number.
    • C. 4,800, because it's better to have extra programs than not enough.
    • D. 5,000, because it's too many extra.
  8. 8. A website had 382,105 views on Monday and 117,940 on Tuesday. Estimate the difference by rounding each number to the nearest ten thousand. The estimated difference is ___.

  9. 9. Consider the number 527,491. Which of the following estimates is closest to the actual number?

    • A. 500,000 (rounded to the nearest hundred thousand)
    • B. 530,000 (rounded to the nearest ten thousand)
    • C. 527,000 (rounded to the nearest thousand)
    • D. 527,500 (rounded to the nearest hundred)
  10. 10. A large library system has 653,821 books. If this number is rounded to the nearest thousand, the result is ___.