theorem
0 antonyms and opposites of theorem, grouped by meaning.
Noun — A mathematical statement that has been formally proven true.
How to use theorem
The word patterns that sound natural to a native speaker.
Etymology
From Greek theorema ("proposition to be proved"), related to theoria ("theory") and theatre.
Full origin of theorem →Frequently asked questions
What does “theorem” mean?
The word “theorem” means a mathematical statement that has been formally proven true. In plain terms, a proven mathematical rule or fact, as opposed to a guess or unproven idea.
How do you pronounce “theorem”?
“Theorem” is pronounced THEE-uh-ruhm (/ˈθiərəm/ in IPA).
How do you use “theorem” in a sentence?
Here is “theorem” used in a sentence: “Every student learns the Pythagorean theorem in geometry class.”
What is another word for “theorem”?
Words with a similar meaning to “theorem” include proposition and statement.
What part of speech is “theorem”?
“Theorem” is a noun.
Where does the word “theorem” come from?
The word “theorem” comes from Greek. From Greek theorema ("proposition to be proved"), related to theoria ("theory") and theatre.
Is “theorem” a common word?
“Theorem” is an uncommon word in modern English.
What is the difference between a theorem and a law in mathematics or science?
A theorem is a mathematical statement that has been formally proven true through logical reasoning from accepted premises. A scientific law, by contrast, describes a pattern observed in nature and is supported by repeated evidence rather than mathematical proof.
What is the difference between a theorem and a hypothesis?
A hypothesis is a proposed statement that has not yet been proven and may be tested or investigated further. A theorem has already been established as true through formal proof, so it no longer carries the uncertainty of a hypothesis.
What is the difference between a theorem and a corollary?
A theorem is a proven statement in its own right, while a corollary is a statement that follows almost directly from a theorem that has already been proven. Corollaries require little additional proof because they rely on the reasoning already established for the related theorem.