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Euclid: Elementa

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gre I,24
Ἐπεὶ γὰρ μείζων ἡ ὑπὸ ΒΑΓ γωνία τῆς ὑπὸ ΕΔΖ γωνίας, συνεστάτω πρὸς τῇ ΔΕ εὐθείᾳ καὶ τῷ πρὸς αὐτῇ σημείῳ τῷ Δ τῇ ὑπὸ ΒΑΓ γωνίᾳ ἴση ἡ ὑπὸ ΕΔΗ,
Pic354
Pic642
eng
For, since the angle BAC is greater than the angle EDF, let there be constructed, on the straight line DE, and at the point D on it, the angle EDG equal to the angle BAC; [I. 23]
lat Sic
Si enim non maior est basis BG basi EZ, constituatur ad rectam DE datumque ad eam punctum D angulo BAG angulus equalis EDI.
lat Gerard
Probatio huius: Et quia angulus BAG angulo EDZ maior existit, statuam super lineam DE in puncto ipsius D angulum duarum rectarum linearum angulo BAG duarum rectarum linearum equalem, sitque angulus ille EDH,
lat Adelard
Rationis causa: Si enim supra D punctum linee HD angulum angulo BAG equalem faciamus, scilicet, HDH.
lat Hermann
Si prius videlicet minorem angulum EDZ adiuncta forinsecus linea DH, que DZ equalis est,
ara Uppsala
No Arabic
ara Tuṣi p. 14
ولنعمل على (د) من (د ه) زاوية (ه د ح) مثل زاوية (ب ا ج) [كج]
ara Nairizi p. 102
برهانه انا نعمل على نقطة (د) من خط (ه د) زاوية مثل زاوية (ب ا ج) كما بينا عملها ببرهان (كج) من (ا) وتكن زاوية (ه د ح)
san 31,23-24
atropapattiḥ |
daharekhāyā dacihne hadavakoṇo baajatulyaḥ kartavyaḥ |
Pic717
lat Clavius
Ad lineam enim D E, ad eiusque punctum D, constituatur angulus E D G, æqualis angulo A; (cadetque recta D G, extra triangulum D E F, cum angulus E D F, minor ponatur angulo A)
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