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Euclid: Elementa

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Click to Expand/Collapse OptionTitle
Click to Expand/Collapse OptionPreface
Click to Expand/Collapse OptionBook I
Click to Expand/Collapse OptionBook ΙI
Click to Expand/Collapse OptionBook IΙΙ
Click to Expand/Collapse OptionBook IV
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gre I,42
καὶ διὰ μὲν τοῦ Α τῇ ΕΓ παράλληλος ἤχθω ἡ ΑΗ, διὰ δὲ τοῦ Γ τῇ ΕΖ παράλληλος ἤχθω ἡ ΓΗ:
Pic371
Pic651
eng
through A let AG be drawn parallel to EC, and [I. 31] through C let CG be drawn parallel to EF.
lat Sic
Et per A quidem recte EG equidistans ducatur recta AI, per G vero recte ZE equidistans ducatur GI.
lat Gerard
Deinde protraham a puncto G lineam GH linee EZ recte equidistantem et a puncto A lineam AH linee recte BG equidistantem.
lat Adelard
Extrahaturque a puncto G linea usque ad H linee HZ equidistans. Extrahaturque a puncto A linea usque ad Z et H linee HG inconiunctiva.
lat Hermann
deinde producimus lineam ab G in H equidistantem ei, que est EZ, ab A vero in H equidistantem EG.
ara Uppsala
No Arabic
ara Tuṣi p. 26
ونخرج من (ا) (ا ح) موازيا لـ(ه ج) [لا] فبلغى (ه ز) لخروجهما عن (ا ه) على اقل من قائمتين ونخرج من (ج) (ج ح) موازيا لـ(ه ز) [لا] الى ان ياقى (ا ح) على (ح)
ara Nairizi p. 164
ونخرج من نقطة (ج) خطا موازيا لخط (ه ز) ومن نقطة (ا) خطا موازيا لخط (ه ج) بحسب برهان (لا) من (ا) وليكن خط (ا ز ح)
san 58,7-10
acihnāt bajarekhāyāḥ samānāntarā avarekhā kāryā | iyaṃ jhacihne saṃpātaṃ kariṣyati | punar jacihnāt jhaharekhāyāḥ samānānantarā javarekhā kāryā | iyaṃ ca avarekhāyāṃ vacihne saṃpātaṃ kariṣyati |
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lat Clavius
Ducatur item per A, recta A F, parallela ipsi B C, quæ secet E F, in F. Rursus per C, vel B, ducatur ipsi E F, parallela C G, occurrens rectæ A F, productæ in G.
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