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Euclid: Elementa

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gre I,40
καὶ τὸ ΔΓΕ ἄρα [τρίγωνον] ἴσον ἐστὶ τῷ ΖΓΕ τριγώνῳ τὸ μεῖζον τῷ ἐλάσσονι: ὅπερ ἐστὶν ἀδύνατον:
Pic372
Pic651
eng
therefore the triangle DCE is also equal to the triangle FCE, [C.N. 1] the greater to the less: which is impossible.
lat Sic
ergo et DGE trigonum equale est ZGE trigono. Maius minori. Quod est impossibiIe
lat Gerard
Ergo triangulus DEZ triangulo HEZ equari comprobatur, maior videlicet minori. Hoc autem est impossibile.
lat Adelard
Erit ergo triangulus DGH equalis triangulo ZGH, maior minori, quod contrarium est impossibile.
lat Hermann
No Latin
ara Uppsala
No Arabic
ara Tuṣi p. 25
فيكون مثلثا (ح ه ز) (د ه ز) الجزء والكل متساويين لكون كل وحد منهما مساويا مثلث لمثلثين (ا ب ج) هذا خلف
ara Nairizi p. 162
فمثلث (ج د ه) مثل مثلث (ج زه) الاعظم مثل الاصغر هذا خلف غير ممكن
san 57,6-9
tadā bahajhatribhujaṃ dahajhatribhujaṃ caite samāne syātaṃ svakhaṇḍasya samatvāt |
idam anupapannam ||
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lat Clavius
Igitur triangula D E F, G E F, æqualia erunt, pars & totum. Quod est absurdum.
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