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We have 6 rings. We skip count in 10s six times. 10, 20, 30, 40, 50, 60. Estimate = 50. Actual = 60. Each ring is 10.

Mathematics

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This problem is provided as an example.

  • Estimate: 50\boxed{50}
  • Actual: 60\boxed{60}

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  1. Calculate the actual count.

    There are 9 rows, with 4 groups of 10 dots in each row.
    Total groups = 9×4=369 \times 4 = 36 groups.
    Actual count = 36×10=36036 \times 10 = 360 dots.

  2. Determine a reasonable estimate.

    Rounding 360 to the nearest fifty gives 350.

  3. State the final estimate and actual values.

    • Estimate: 350\boxed{350}
    • Actual: 360\boxed{360}

    :

  4. Calculate the actual count.

    There are 3 columns, with 9 groups of 5 dots in each column.
    Total groups = 3×9=273 \times 9 = 27 groups.
    Actual count = 27×5=13527 \times 5 = 135 dots.

  5. Determine a reasonable estimate.

    Rounding 135 to the nearest ten gives 140.

  6. State the final estimate and actual values.

    • Estimate: 140\boxed{140}
    • Actual: 135\boxed{135}

    :

  7. Calculate the actual count.

    There are 4 rows and 5 columns of blocks. Each block contains 5×5=255 \times 5 = 25 small squares.
    Total blocks = 4×5=204 \times 5 = 20 blocks.
    Actual count = 20×25=50020 \times 25 = 500 squares.

  8. Determine a reasonable estimate.

    Since 500 is a round number, it can also serve as the estimate.

  9. State the final estimate and actual values.

    • Estimate: 500\boxed{500}
    • Actual: 500\boxed{500}

    :

  10. Calculate the actual count.

    There are 6 rows, with 5 figures in each row.
    Actual count = 6×5=306 \times 5 = 30 figures.

  11. Determine a reasonable estimate.

    Since 30 is a small, round number, the estimate can be the same.

  12. State the final estimate and actual values.

    • Estimate: 30\boxed{30}
    • Actual: 30\boxed{30}
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