What is another word for unbounded interval?

Pronunciation: [ʌnbˈa͡ʊndɪd ˈɪntəvə͡l] (IPA)

An unbounded interval refers to an interval of real numbers that extends infinitely in both directions. Synonyms for this term may include "infinite interval," "unlimited interval," or "unrestricted interval." Similarly, the term "open interval" may be used to describe an unbounded interval that does not include its endpoints. Another synonym for an unbounded interval may be "ray," which is a mathematical concept that refers to a line segment extending infinitely in one direction from a starting point. Whichever term is used, the foundation of each is the idea of a continuous set of real numbers that extend infinitely in one or both directions.

What are the hypernyms for Unbounded interval?

A hypernym is a word with a broad meaning that encompasses more specific words called hyponyms.
  • Other hypernyms:

    interval, mathematical interval, number interval, real interval.

What are the opposite words for unbounded interval?

An unbounded interval refers to a mathematical concept where the set of numbers within a particular range extends infinitely in one or both directions. Therefore, the antonyms for unbounded interval are bounded interval or closed interval. A bounded interval denotes that the set of numbers within a specified range is finite, meaning that it has a defined beginning and end. In other words, the numbers are bounded by specified upper and lower limits. A closed interval, on the other hand, refers to a set of numbers within a specified range that includes its endpoints. This means that the numbers within the closed interval will be finite while the endpoints will also be included in the set.

What are the antonyms for Unbounded interval?

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