Euclid Book I PROP. XIV. -- THEOREM.
@ Mr. Eric | Saturday, Jun 6, 2020 | 1 minute read | Update at Saturday, Jun 6, 2020

If at a point (B) in a right line (BA) two other right lines (CB, BD) on opposite sides make the adjacent angles (CBA, ABD) together equal to two right angles, these two right lines form one continuous line.

If at a point (B) in a right line (BA) two other right lines (CB, BD) on opposite sides make the adjacent angles (CBA, ABD) together equal to two right angles, these two right lines form one continuous line.

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