Euclid Book II PROP. VI. -- THEOREM.
@ Mr. Eric | Friday, Jul 17, 2020 | 1 minute read | Update at Friday, Jul 17, 2020

If a line (AB) be bisected (at C), and divided externally in any point (D), the rectangle (AD.BD) contained by the segments made by the external point, together with the square on half the line, is equal to the square on the segment between the middle point and the point of external division.

If a line (AB) be bisected (at C), and divided externally in any point (D), the rectangle (AD.BD) contained by the segments made by the external point, together with the square on half the line, is equal to the square on the segment between the middle point and the point of external division.

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