quod erat demonstrandum

(ˈkwɒd ˈɛræt ˌdɛmənˈstrændʊm) 1. (Logic) (at the conclusion of a proof, esp of a theorem in Euclidean geometry) which was to be proved. Abbreviation: QED 2. (Mathematics) (at the conclusion of a proof, esp of a theorem in Euclidean geometry) which was to be proved. Abbreviation: QED

quod erat demonstrandum

A Latin phrase meaning which was to be demonstrated, the full form of the abbreviation Q.E.D., used to show that something has been proved.

单词	quod erat demonstrandum
释义	quod erat demonstrandum quod erat demonstrandum (ˈkwɒd ˈɛræt ˌdɛmənˈstrændʊm) 1. (Logic) (at the conclusion of a proof, esp of a theorem in Euclidean geometry) which was to be proved. Abbreviation: QED 2. (Mathematics) (at the conclusion of a proof, esp of a theorem in Euclidean geometry) which was to be proved. Abbreviation: QED quod erat demonstrandum A Latin phrase meaning which was to be demonstrated, the full form of the abbreviation Q.E.D., used to show that something has been proved. AcronymsSeeQED
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