Definition of Long division

1. Noun. The operation of division in which the sequence of steps are indicated in detail.

Generic synonyms: Division



Definition of Long division

1. Noun. (mathematics) A procedure for dividing multidigit numbers, breaking down the division into a series of easier steps. ¹

¹ Source: wiktionary.com

Long Division Pictures

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Lexicographical Neighbors of Long Division

long ballot
long ballots
long beech fern
long black
long bone
long bones
long buccal nerve
long chain
long ciliary nerve
long cone technique
long corner
long corners
long crus of incus
long division (current term)
long dozen
long dozens
long drink
long drink of water
long drinks
long drop
long exact sequence
long exact sequences
long extensor muscle of great toe
long extensor muscle of thumb
long extensor muscle of toes
long face
long faces
long fibular muscle

Literary usage of Long division

Below you will find example usage of this term as found in modern and/or classical literature:

1. Public School Methods (1921)
"(b) long division. long division may be introduced into this grade during the latter part of the school year. The teacher should not allow any other portion ..."

2. The New Methods in Arithmetic by Edward Lee Thorndike (1921)
"We shall describe what they have to offer in four typical cases—long division, the so-called zero difficulties, division by a fraction, and square root. ..."

3. A New Manual of Method by Alfred Hezekiah Garlick (1905)
"long division presents no new principle. As in simple division, the principle is ... The example given above might be worked by long division, and the two ..."

4. The North American Arithmetic: Part Second, Uniting Oral and Written by Frederick Emerson (1854)
"Perform the following examples by long division 4. How many times 6 are there in 97 547 ? 3. How many times 7 are there in 88 704 ? 7. ..."

5. University Arithmetic: Embracing the Science of Numbers, and General Rules by Charles Davies (1867)
"long division. 65. long division is the operation of finding the quotient of one number divided by another, and embraces the case of Short Division, ..."

6. A Practical Arithmetic by George Payn Quackenbos, George Roberts Perkins (1879)
"When the divisor exceeds 12, the process is called long division. 95. ... In Long Division, we take the same steps, but write down all the figures used. ..."

7. An Elementary Arithmetic by George Payn Quackenbos (1867)
"When the divisor is over 12? proceed by what is called long division, 97. ... In long division, we place it at the right) with a curved line between. ..."

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