Why we need intrdotiction of axioms
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➡️A true axiom can not be refuted because the act of trying to refute it requires that very axiom as a premise. An attempt to contradict an axiom can only end in a contradiction. ... Euclid was a Greek mathematician who applied deductive logic to a few postulates, which he called axioms.
➡️A true axiom can not be refuted because the act of trying to refute it requires that very axiom as a premise. An attempt to contradict an axiom can only end in a contradiction. ... Euclid was a Greek mathematician who applied deductive logic to a few postulates, which he called axioms.
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