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Euclid: Elementa

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Euclid: Elementa
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gre I,0
γ῾ Γραμμῆς δὲ πέρατα σημεῖα.
Pic629
eng
3. The extremities of a line are points.
lat Sic
Linee autem termini puncta.
lat Gerard
[iii] Et eius extremitates duo puncta.
lat Adelard
Cuius extremitates quidem duo puncta.
lat Hermann
Cuius extremitates quidem: duo puncta.
ara Uppsala 1v4-5
[٣] ونهايتا الخط ' نقطتان
ara Tuṣi p. 2
وينتهي بالنقطة '
ara Nairizi p. 8
[...]
per Shirazi p. 7,20
،و بنقطه منتهی شود
san 3,7
Cf. next record
lat Clavius p. 2
III. LINEÆ autem termini, sunt puncta.
DOCET, quænam sint extrema lineæ cuiusuis, seu termini, dicens lineam terminari, sine claudi vtrinque punctis; Non quod omnis linea terminos habeat; quomodo enim lineæ infinitæ terminos assignare poterimus? qua etiam ratione in linea circulari extremum aliquod deprehendemus? Sed quod linea quælibet habens extrema, in suis extremitatibus puncta recipiat. Vt superior linea A B, extrema habet puncta A, & B. Idemqúe in omnibus lineis terminatis, ac finitis intelligendum est, ita vt earum extremitates sola esse puncta cogitemus.
kin 幾何原本 p.2
第三界
線之界、是點。凡線有界者。兩界必是點。
Pic415
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