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What is the accepted statement of fact?
A postulate or axiom is an accepted statement of fact.
An accepted statement or fact?
Postulate
Accepted statement of fact?
A Postulate
What is an acceptable statement of fact?
An accepted statement of fact is a written or oral declaration in a court case that is approved. This is commonly used as evidence.
Which phrase best describes the word definition in an axiomatic systema. the accepted meaning of the termb. the statement of an axiom c. an accepted fact that is not provend. a fact proven by using logic?
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Is the statement Every child is entitled to an rducation a fact or an opinion?
This statement can be considered a mix of fact and opinion. It is a fact that education is recognized as a universal right for children by various international conventions and agreements. However, the idea that children are entitled to education is subjective and not universally accepted by all individuals or societies.
What kind of statement is accepted without further justification?
What kind of statement is accepted without further justification?
What is a logical argument in which each statement is backed up by a statement that is accepted as true?
A logical argument in which each statement is backed up by a statement that is accepted as true is a proof.
What is a true or accepted statement?
A statement that is factually correct and does not mislead.
What is a statement that accepted without proof?
A statement accepted without proof is commonly known as a theorem. The other word that is used for such statements is postulate.
Is this statement true or falseAn axiom is a statement accepted without proof.?
true
What is an accepted statement of fact that is used to prove other statements?
An accepted statement of fact that is used to prove other statements is called a "premise" or "axiom." In logic and mathematics, axioms are foundational truths that do not require proof and serve as the starting points for further reasoning and argumentation. For example, in geometry, the statement "Through any two points, there is exactly one line" is an axiom that underpins various theorems. These premises provide a basis for constructing logical arguments and deriving new conclusions.
