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Euclid: Elementa

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gre I,21
πάλιν, ἐπεὶ τοῦ ΓΕΔ τριγώνου αἱ δύο πλευραὶ αἱ ΓΕ, ΕΔ τῆς ΓΔ μείζονές εἰσιν, κοινὴ προσκείσθω ἡ ΔΒ:
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eng
Again, since, in the triangle CED, the two sides CE, ED are greater than CD, let DB be added to each;
lat Sic
Rursum quoniam GED trigoni duo latera GE et ED quam GD maiora sunt, communis adiaceat DB,
lat Gerard
Et iterum quia omnia duo latera trianguli, quecumque latera sint, reliquo latere sunt longius, erunt due linee GE; ED longius linea DG. Deinde ponam lineam DB communem.
lat Adelard
See three previous records
lat Hermann
Item GA et AD longiora sunt quam GD.
ara Uppsala
No Arabic
ara Tuṣi p. 13
وايضا (د ه) (ه ج) اطول من (د ج) [ك] ونجعل (د ب) مشتركا
ara Nairizi p. 96
وايضا مجموع ضلعى (ج ه) (ه د) اعظم من ضلع (ج د) ونجعل (د ب) مشتركا
san 27,14-15
punar api dahahajayogo dajarekhāyā adhiko ’sti | punar badadahahaje yuktaṃ kāryam | daje ’pi yuktaṃ kāryam |
Pic713
lat Clavius
Rursus quia in triangulo C E D, duo latera C E, E D, maiora sunt latere C D; si commune apponatur D B,
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