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duodecimal system

duodecimal system

9.3
A way of writing numbers that counts by twelve and uses twelve digits
  • noun
  • /ˌduːəˈdɛsɪməl ˈsɪstəm/
  • Specialized
translation icon : sistema duodecimal
  • Some ancient cultures used the duodecimal system for counting and calculations.

Examples

  • The duodecimal system requires twelve different digits instead of the usual ten.

  • Interest in the duodecimal system persists among mathematicians studying alternative numeral bases.

  • The duodecimal system is fascinating to study.

  • Many ancient cultures used a duodecimal system for counting.

  • The ancient civilization used the duodecimal system for trade and accounting, making calculations easier with its base of twelve.

  • In mathematics, the duodecimal system allows for the representation of numbers using digits from 0 to 11, providing a unique perspective compared to base ten.

  • Some cultures prefer the duodecimal system because it aligns with counting on fingers, using three digits on each hand to reach twelve.

Synonyms

duodecimal number system
vsduodecimal system
  • Specialized
9.9

A way of writing numbers that uses twelve as its base and digits 0 to 11

is the shorter phrase omitting the extra noun
duodecimal notation
vsduodecimal system
  • Specialized
9.9

A number system that uses twelve symbols to write numbers

emphasizes the overall numeral structure rather than just symbol representation

Surface Forms

Morphology

duodecimal + system

The meaning 'a numeral system based on twelve' is directly and compositionally derived from 'duodecimal' (pertaining to base‑12) + 'system' (a set of rules or structure). There is no idiomatic or metaphorical shift — the adjective simply specifies the type of system — so a learner who knows both constituents can infer the MWE's meaning.

Etymology

Duodecimal system comes from an old counting trick: people used the thumb to point to the three joints on each of the four fingers, making twelve counts on one hand. That's why 'duodecimal' means a number system with 'twelve' as its 'base', so it uses twelve different digits instead of ten.