Definition of demonstrate

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Demonstrate (v. t.) To show, or make evident, by reasoning or proof; to prove by deduction; to establish so as to exclude the possibility of doubt or denial..

Lern More About Demonstrate

Remonstrate :: Remonstrate (v. t.) To point out; to show clearly; to make plain or manifest; hence, to prove; to demonstrate..
Demonstrable :: Demonstrable (a.) Capable of being demonstrated; that can be proved beyond doubt or question.
Redemonstrate :: Redemonstrate (v. t.) To demonstrate again, or anew..
Demonstratory :: Demonstratory (a.) Tending to demonstrate; demonstrative.
Proposition :: Proposition (n.) A statement in terms of a truth to be demonstrated, or of an operation to be performed..
Demonstratively :: Demonstratively (adv.) In a manner fitted to demonstrate; clearly; convincingly; forcibly.
Evincive :: Evincive (a.) Tending to prove; having the power to demonstrate; demonstrative; indicative.
Demonstrater :: Demonstrater (n.) See Demonstrator.
Demonstrator :: Demonstrator (n.) One who demonstrates; one who proves anything with certainty, or establishes it by indubitable evidence..
Demonstrate :: Demonstrate (v. t.) To show, or make evident, by reasoning or proof; to prove by deduction; to establish so as to exclude the possibility of doubt or denial..
Demonstrate :: Demonstrate (v. t.) To point out; to show; to exhibit; to make evident.
Indemonstrable :: Indemonstrable (a.) Incapable of being demonstrated.
Convict :: Convict (v. t.) To demonstrate by proof or evidence; to prove.
Lemma :: Lemma (n.) A preliminary or auxiliary proposition demonstrated or accepted for immediate use in the demonstration of some other proposition, as in mathematics or logic..
Approve :: Approve (v. t.) To make proof of; to demonstrate; to prove or show practically.
Demonstrative :: Demonstrative (a.) Having the nature of demonstration; tending to demonstrate; making evident; exhibiting clearly or conclusively.
Demonstrate :: Demonstrate (v. t.) To exhibit and explain (a dissection or other anatomical preparation).
Theorem :: Theorem (n.) A statement of a principle to be demonstrated.
Brownian :: Brownian (a.) Pertaining to Dr. Robert Brown, who first demonstrated (about 1827) the commonness of the motion described below..
Corollary :: Corollary (n.) Something which follows from the demonstration of a proposition; an additional inference or deduction from a demonstrated proposition; a consequence.
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