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Euclid: Elementa

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Euclid: Elementa
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Similarly we can prove that neither will it fall on the circumference itself; therefore it will fall within.
lat Clavius p. 100
Eodem enim modo demonstrabitur, rectam ductam ex A, in C, non posse cadere super arcum ABC, ita ut eadem sit, quae circumferentia ABC. Esset enim recta EA, maior, quam recta EB. Quod etiam ex definitione rectae lineae patet, cum ABC, arcus sit linea curua, non autem recta.
kin 幾何原本 卷三，二
而在圜界。依前論。令戊甲大於戊乙。亦不可通也。
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