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Long Division Calculator with Remainders

Divide two whole numbers with the full long-division bracket drawn step by step: every multiply, subtract and bring-down, quotient with remainder, decimal expansion and mixed number.

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Parsing numbers
Dividing digit by digit
Expanding the decimal
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Result

This page opens the calculator with the remainder form of the answer front and centre: enter a dividend and a divisor and it performs the schoolbook procedure, drawing the full bracket and reporting the result as a quotient with a remainder — for 1234 ÷ 56 that is 22 r 2, because 22 × 56 = 1232 and 1234 − 1232 = 2.

Answers with remainders are how long division is first taught, before decimals are introduced: the remainder is simply what is left after the divisor has fitted a whole number of times. Every multiply, subtract and bring-down that leads to it is drawn in the bracket and narrated in words, so you can check your own working step against step.

The same run also gives the decimal expansion and the mixed-number form (22 2/56 reduced to 22 1/28), so once remainders make sense you can see exactly how the leftover 2 becomes .0357… when the division is continued past the units place.

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Accepted Formats & Rules

  • Full worked bracket: quotient on top, every product, subtraction line and bring-down row aligned by digit.
  • Quotient with remainder, decimal expansion to 10 places with repeating digits overlined, and the mixed-number form.
  • One-click copy of the whole worked solution as plain text.

Key Benefits

✓ Draws the actual long-division bracket with digits aligned in columns — the same layout you would write on paper, ready to copy into homework.
✓ Narrates every step in words: how many times the divisor fits, the multiplication, the subtraction and each bring-down.
✓ Exact big-integer arithmetic up to 15-digit dividends, plus the decimal expansion with a repeating period detected and overlined.

Use Cases

  • • Divide 1234 by 56 and get the full worked bracket — quotient 22, remainder 2 — ready to copy into math homework.
  • • Check what a division leaves over: splitting 1234 items into 56 equal boxes leaves 2 — a remainder found with the working shown.
  • • Turn a fraction into a decimal and see the repeating period detected: 1 ÷ 7 = 0.142857 with the whole block overlined.