Linked from

The 10 pages that link to Long division, each with the reason it gives.

• Rational numberRelated: Remainders repeat or reach zero when an integer quotient is written in decimal form.

• Hindu–Arabic numeral systemRelated: Its quotient and remainder steps operate on positional digits.

• Place valueRelated: Each step estimates a quotient digit at a specific place.

• Decimal expansionRelated: Repeated division generates decimal digits and reveals whether a remainder recurs.

• Decimal systemRelated: It produces decimal digits when a division does not end in whole numbers.

• Liber AbaciRelated: Its procedures show how positional numerals make complex division manageable on paper.

• ArithmeticBroader topic: It applies place value and repeated subtraction to larger division problems.

• Repeating decimalRelated: A remainder that recurs during division forces the same decimal digits to recur.

• Divisibility ruleCompared with: Unlike a divisibility rule, long division computes a quotient and remainder directly.

• Midy's theoremRelated: The decimal digits and successive remainders used in Midy's theorem arise directly from this procedure.