VocabDictionary
🇬🇧English to English[mathematical proposition]

mathematical proposition

/ˌmæθ.əˈmæt.ɪ.kəl ˌprɒp.əˈzɪʃ.ən/advanced Level

English Meaning & Definitions

1.noun

A declarative statement in mathematics that is capable of being assigned a truth value of either true or false, often serving as a theorem, axiom, or conjecture.

Example Sentences:
  • The Pythagorean theorem is a fundamental mathematical proposition that relates the sides of a right-angled triangle.
  • Goldbach's conjecture remains an unproven mathematical proposition despite centuries of investigation.
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Comprehensive Thesaurus Breakdown

Compare formal, informal, literary synonyms and register nuances for “mathematical proposition”.

Thesaurus Entry
Cultural Origin & Etymology

The term combines 'mathematical,' derived from the Greek 'mathēmatikós' (fond of learning), and 'proposition,' from the Latin 'propositio' (a setting forth or statement). In logic and mathematics, it refers to a declarative statement that is either true or false, a concept formalized by ancient Greek philosophers like Aristotle and refined by modern logicians such as Frege and Russell.

Memory Aid & Mnemonic

Think of a 'math prop'—a mathematical property or statement that you 'propose' to be true and then must prove.

Frequently Asked Questions About “mathematical proposition

1. What is the meaning of “mathematical proposition” in English?

In English, mathematical proposition (noun) is defined as: “A declarative statement in mathematics that is capable of being assigned a truth value of either true or false, often serving as a theorem, axiom, or conjecture.”.

2. How do you use “mathematical proposition” in a sentence?

The Pythagorean theorem is a fundamental mathematical proposition that relates the sides of a right-angled triangle.

3. What are English synonyms of “mathematical proposition”?

4. What is the etymology and word origin of “mathematical proposition”?

The term combines 'mathematical,' derived from the Greek 'mathēmatikós' (fond of learning), and 'proposition,' from the Latin 'propositio' (a setting forth or statement). In logic and mathematics, it refers to a declarative statement that is either true or false, a concept formalized by ancient Greek philosophers like Aristotle and refined by modern logicians such as Frege and Russell.