Estimate quotients of whole numbers

To estimate quotients,we use a method that approximates both the dividend and the divisor so that they divide easily

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Views #: 276
Questions #: 15
Time: 15 minutes
Pass Score: 80.0%
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Estimate a Quotient – Round Both Up

2 pts
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Estimate the quotient by rounding both numbers to make the division easier: \(170{,}715 \div 57\)

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Estimate a Quotient – Round Both Down

2 pts
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Estimate: \(33{,}642 \div 42\)

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Estimate: 6,193 ÷ 31

2 pts
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Estimate: \(6{,}193 \div 31\)

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Estimate: 24,871 ÷ 49

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Estimate: \(24{,}871 \div 49\)

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Estimate: 89,753 ÷ 28

2 pts
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Estimate: \(89{,}753 \div 28\)

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Complete the Estimation Rule of Thumb

1 pts
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The general guideline for estimating quotients is:

If possible, round both numbers (1) or both numbers (2).

Please drag and drop the selected option in the right place or type it instead
up
down
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Why Estimate Before Dividing?

1 pts
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What is the main reason to estimate a quotient before performing exact long division?

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Estimate: 43,892 ÷ 61

2 pts
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Estimate: \(43{,}892 \div 61\)

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Which Rounded Pair Makes Division Easiest?

2 pts
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For \(170{,}715 \div 57\), select all rounded pairs that produce a division that is easy to compute mentally.

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Estimate: 5,987 ÷ 19

2 pts
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Estimate: \(5{,}987 \div 19\)

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Estimate: 47,814 ÷ 78

2 pts
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Estimate: \(47{,}814 \div 78\)

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Sort the Steps for Estimating a Quotient

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Please drag and drop the options to sort them

Drag the steps for estimating a quotient into the correct order.

Use the trailing-zeros shortcut to compute the result.
State the result as an estimate of the original quotient.
Round both the dividend and divisor (both up or both down).
Choose rounded values that divide easily.
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Classify the Rounding Strategy Used

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Estimations
×\(170{,}715 \div 57 \approx 180{,}000 \div 60\)
×\(33{,}642 \div 42 \approx 32{,}000 \div 40\)
×\(24{,}871 \div 49 \approx 25{,}000 \div 50\)
×\(6{,}193 \div 31 \approx 6{,}000 \div 30\)
Both rounded up
Both rounded down

For each estimation, drag it into the correct rounding-strategy category.

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Estimate: 215,496 ÷ 72

2 pts
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Estimate: \(215{,}496 \div 72\)

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What Is a Quick Approximation Called?

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Lives: 10

When we round numbers and divide to get a quick approximation rather than an exact answer, the result is called an ______.

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Year 6