Division
Single- and multi-digit division facts
Build exact division practice by selecting divisor and quotient values from 1 through 12, with dividends determined by their products.
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Equivalent division formats
Rewrite the same division relationship in horizontal, fraction and long-division notation while keeping each operand in its correct role.
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Read the one given division format, then fill in the other two. Keep the dividend above the fraction bar or inside the long-division bracket and the divisor below or outside. This activity asks for equivalent notation, not a calculated quotient.
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What this activity builds
Translate between three division notations without changing the dividend or divisor.
Worked example
Rewrite 85 ÷ 63 in the other two formats.
85/63, and 63 outside the long-division bracket with 85 inside.
Eighty-five remains the dividend and 63 remains the divisor. The division need not produce a whole number to be written in all three formats, and no quotient is required here.
Teaching notes
Make the practice count
- Color-code the dividend and divisor before moving them into another notation.
- Check operand roles in both completed forms before introducing any separate calculation task.
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A useful next step
Related activities
Division
Horizontal and long division
Solve the same division fact shown side by side in horizontal and long-division notation, using selected single-digit divisors.
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