aliquot part
- noun
- /ˈælɪkwət pɑrt/
- Specialized
- The aliquot parts of 20 include 1, 2, 4, 5, and 10.
Examples
-
Since 6 divides 18 exactly, 6 is an aliquot part of 18.
-
An aliquot part of 12 is 3.
-
All the aliquot parts of 10 are 1, 2, and 5.
-
Mathematicians use the term aliquot part when discussing factors of a number.
-
An aliquot part of 12 is 3.
-
Since 6 divides 18 exactly, 6 is an aliquot part of 18.
-
All the aliquot parts of 10 are 1, 2, and 5.
Synonyms
A number that divides another number exactly
A number that splits another number exactly into equal parts
A number that divides another number exactly with no leftover
Antonyms
Surface Forms
Morphology
The overall meaning 'an exact divisor' is directly and compositionally derived from combining 'aliquot' (a part that divides a whole evenly) with 'part' (a piece of a whole). This is a transparent, literal compound: if a learner knows the constituent senses, the MWE's mathematical sense is predictable and understandable.
Etymology
Aliquot part comes from a simple math picture: imagine cutting a cake into equal pieces, so each aliquot part fits the whole exactly with no leftovers. So, an aliquot part means 'an exact divisor', a number that divides another number with nothing left over.