Euclid Book I PROP. IV. – THEOREM.
@ Mr. Eric | Wednesday, May 27, 2020 | 1 minute read | Update at Wednesday, May 27, 2020

If two triangle (BAC, EDF) have two sides (BA, AC) of one equal respectively to two sides…

If two triangle (BAC, EDF) have two sides (BA, AC) of one equal respectively to two sides (ED, DF) of the other, and have also the angles (A, D) included by those sides equal, the triangles shall be equal in every respect – that is, their bases or third sides (BC, EF) shall be equal, and the angles (B, C) at the base of one shall be respectively equal to the angles (E, F) at the base of the other; namely, those shall be equal to which the equal sides are opposite.

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