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Euclid: Elementa

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Click to Expand/Collapse OptionTitle
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gre I,47
διὰ τὰ αὐτὰ δὴ καὶ ἡ ΒΑ τῇ ΑΘ ἐστιν ἐπ᾽ εὐθείας.
Pic89
Pic654
eng
For the same reason BA is also in a straight line with AH.
lat Sic
Propter eadem ergo et recta BA recte AT est in directo.
lat Gerard
Et ita erit linea TA in rectitudine linee AB.
lat Adelard
No Latin
lat Hermann
No Latin
ara Uppsala
No Arabic
ara Tuṣi p. 28
كذلك (ب ا ط) ونخرج من (ا) (ا ل) موازيا لـ(ب د) [لا]1
فيقع داخل المثلث لان زاوية (د ب ا) اكبر من قائمة فتكون زاوية (ب ا ل) اقل من زاوية (ب ا ج) القائمة ويقطع (ل ا) محالة (ب ج) على (ن)
وينقسم به (ن) مربع (ب ه) الى سطحى (ب ل) (ل ج)
ونصل (ح ج) (ا د)
1. For the Greek text corresponding to the end of this sentence see four records above.
ara Nairizi p. 174
وبمثل هذا البرهان والاستشهاد يتبين ان خطى (ب ا) (ا ط) قد اتصلا على استقامة فصارا خطا واحدا
san 61,11-17
evaṃ baatam ekā saralā (12) rekhā jātā |
punaḥ acihnāt badarekhāyāḥ (13) samānāntarā alarekhā kāryā | [iyaṃ rekhā tri(14)bhujāntare patiṣyati | kutaḥ | dabaakoṇaḥ samakoṇād adhiko ’sti | tadā (15) baalakoṇo baajakoṇān nyūno ’sti | tasmād iyaṃ rekhā bajarekhāyāṃ na(16)cihne saṃpātaṃ kariṣyati |]
punar iyaṃ rekhā bahacaturbhujasya balajalaṃ catu(17)rbhujadvayaṃ kariṣyati |
tato vajarekhā adarekhā ca saṃyojyā |
Pic762
lat Clavius
eodemque modo I A, A B, una recta linea erunt.
kin 幾何原本
依顯乙甲、甲壬、亦一直線。
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