nonrepeating decimal

[non-ri-pee-ting des-uh-muhl, non-]

noun

Mathematics.

1. a decimal representation of any irrational number, having the property that no sequence of digits is repeated ad infinitum.

Word History and Origins

Origin of nonrepeating decimal¹

non- + repeating ( def. )

Example Sentences

All irrational numbers, including pi, have infinite, nonrepeating decimal representations, but this is not enough to ensure that they include all strings.

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Pi is an infinite, nonrepeating decimal - meaning that every possible number combination exists somewhere in pi.

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