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Euclid: Elementa

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Euclid: Elementa
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gre I,24
καὶ κείσθω ὁποτέρᾳ τῶν ΑΓ, ΔΖ ἴση ἡ ΔΗ, καὶ ἐπεζεύχθωσαν αἱ ΕΗ, ΖΗ.
Pic354
Pic642
eng
let DG be made equal to either of the two straight lines AC, DF, and let EG, FG be joined.
lat Sic
Iaceatque alterutra rectarum AG et DZ equalis recte DI. Et copulentur recte EI et ZI.
lat Gerard
et ponam lineam rectam DH cuique duarum linearum AG; DZ equalem. Deinde copulabo puncta E et H et Z protrahendo lineas EH; HZ.
lat Adelard
Sitque linea DH linee AG et DZ equalis. Iungaturque H cum Z et H cum H.
lat Hermann
ad equalitatem maioris exampliemus eatque ab H puncto linea usque ad E, alia usque ad Z,
ara Uppsala
No Arabic
ara Tuṣi p. 14
ونفصل (د ح) مثل (ا ج) [ج] ونصل (ه ح) فيكون مساويا لـ(ب ج) [د] ونصل (ح ز)
ara Nairizi p. 102
ونجعل (د ح) مثل (ا ج) كما بينا ذلك ببرهان (ج) من (ا) ونخرج خطى (حز) (ح ه)
per Shirazi
.
san 31,24-32,3
tatra davarekhā ajarekhātulyā kartavyā | havarekhā ca kāryā | atha havarekhā bajarekhātulyāsti | punar vajharekhā kāryā |
Pic717
lat Clavius
ponaturque D G, æqualis ipsi D F, hoc est, ipsi A C. Ducta deinde recta E G, cadet ea aut supra rectam E F; aut in ipsam, aut infra ipsam. Cadat primum supra E F, ducaturque recta F G.
kin 幾何原本
.
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