Division practice

Three-digit decimal division

Divide decimal amounts expressed in hundredths by a selected single-digit divisor, using exact answers or stopping at hundredths and recording the remaining amount.

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Divide through the hundredths place. In remainder practice, write the amount left in the original dividend’s units. This stopping rule records an exact quotient-and-remainder relationship; it does not round the answer.

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Learning objective

What this activity builds

Keep the dividend’s units attached to both a decimal quotient and any amount left after dividing through hundredths.

Worked example

Divide 4.37 by 6, stopping at hundredths and recording a remainder.

0.72 remainder 0.05.

Think of 4.37 as 437 hundredths. Since 437 = 6 × 72 + 5, each share has 72 hundredths and 5 hundredths remain. Check in the original units: 6 × 0.72 + 0.05 = 4.37.

Teaching notes

Make the practice count

Rename the dividend in hundredths before calculating the quotient and residual amount.
Compare the stopping rule with continuing a decimal expansion; the two tasks request different answer forms.

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