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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
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gre I,46
καὶ διὰ μὲν τοῦ Δ σημείου τῇ ΑΒ παράλληλος ἤχθω ἡ ΔΕ, διὰ δὲ τοῦ Β σημείου τῇ ΑΔ παράλληλος ἤχθω ἡ ΒΕ.
Pic373
Pic654
eng
through the point D let DE be drawn parallel to AB, and through the point B let BE be drawn parallel to AD. [I. 31]
lat Sic
Et per D quidem punctum recte AB equidistans ducatur recta DE. per B vero punctum recte AD equidistans ducatur recta BE.
lat Gerard
Deinde protraham a puncto G lineam rectam linee AB equidistantem sitque linea GD. A puncto quoque B producam lineam linee AG equidistantem, sitque BD linea.
lat Adelard
Extrahatur item de puncto B linea linee AG equidistans, sitque DB. Dico quia iam facta est superficies quadrata supra lineam AB assignatam, estque AD.
Pic985
lat Hermann
deinde a puncto G educimus aliam ad D equidistantem ei, que est AB, quartam demum a puncto D ad notum B equidistantem ei, que est AG,
ara Uppsala
No Arabic
ara Tuṣi p. 27
ونجعله مساويا لـ(ا ب) (ب) ومن (ب) خط (ب د) موازيا لـ(ا ج) ومن (ج) خط (ج د) موازيا لـ(ا ب) [لا] الى ان يلتقيا على (د) لخروجهما عن خط يتوهم واضلاع بين (ب ج) على اقل من قائمتين
ara Nairizi p. 170
ونخرج خط (ب د) موازيا لخط (ا ج) يلقى خط (ج د) على نقطة (د)
san 60,19-21
bacihnāt ajarekhāsamānāntarā abatulyā badarekhā kāryā | jadarekhā saṃlagnā kāryā |
Pic761
lat Clavius
& connectatur recta C D.
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