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Euclid: Elementa

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Euclid: Elementa
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If a straight line be bisected, and a straight line be added to it in a straight line, the square on the whole with the added straight line and the square on the added straight line both together are double of the square on the half and of the square described on the straight line made up of the half and the added straight line as on one straight line.
lat Clavius
SI recta linea secetur bifariam, adijciatur autem ei in rectum quæpiam recta linea: Quod a tota cum adiuncta, & quod ab adiuncta, vtraque simul quadrata, duplicia sunt & eius, quod a dimidia, & eius, quod a composita ex dimidia & adiuncta, tanquam ab vna, descriptum sit, quadrati.
kin 幾何原本 p. 102-103
一直線。兩平分之。又任引增一線。共為一全線。其全線上、及引增線上、兩直角方形、幷。倍大於平分半線(p. 一○三)幾何原本　卷二上、及分餘半線偕引增線上、兩直角方形、幷。
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