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Long division worked out step by step, as you would write it.
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| Step | Bring down | Divide | Subtract | Left |
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Quotient
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Recurring block, if the decimal repeats
A fraction terminates only when its denominator has no prime factors besides 2 and 5. Every other denominator produces a recurring block, which is detected and marked here. Decimal divisors are handled by scaling both numbers by the same power of ten — the standard manual technique.
The Long Division Calculator works division out step by step, exactly as it would be written by hand — each digit brought down, each partial product subtracted, and the remainder at the bottom. Division can continue past the decimal point, with recurring blocks marked.
Carry out long division and see every step laid out the way it would be written by hand: each digit brought down, each partial product subtracted, and the remainder that survives at the bottom.
It is written for learning rather than just answering, so the working is the output rather than a footnote to it. Division can be continued past the decimal point to any number of places, and where the decimal expansion repeats the recurring block is detected and marked — a rational number always either terminates or repeats, and seeing where the cycle begins tends to make that fact stick better than being told it.
Every bring-down, multiply and subtract is laid out in order, not summarised into a single answer.
Where the expansion repeats, the cycle is identified and marked rather than truncated arbitrarily.
Stop at a whole-number remainder, or continue to as many decimal places as you want.
Both numbers are scaled by the same power of ten first, which is the standard manual technique.
Written for someone trying to understand the method, not just to get past the question.
The number being divided — the one that goes inside the bracket.
The number you are dividing by.
Set how far past the decimal point to continue, or stop at a whole-number remainder.
Each step is shown in order, with the quotient, remainder and any recurring block identified.
Take digits of the dividend from the left until they exceed the divisor, divide, write the digit above, multiply back, subtract, then bring down the next digit and repeat.
What is left over when the division cannot continue in whole numbers. 17 divided by 5 gives a quotient of 3 with a remainder of 2, because 3 × 5 = 15 and 17 − 15 = 2.
Because only fractions whose denominator has no prime factors besides 2 and 5 terminate. Any other denominator produces a recurring block, which the calculator identifies and marks.
Yes. Both numbers are scaled by the same power of ten so the divisor becomes a whole number, which is exactly the standard manual technique.
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