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Euclid: Elementa

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gre I,35
Ἔστω παραλληλόγραμμα τὰ ΑΒΓΔ, ΕΒΓΖ ἐπὶ τῆς αὐτῆς βάσεως τῆς ΒΓ καὶ ἐν ταῖς αὐταῖς παραλλήλοις ταῖς ΑΖ, ΒΓ:
Pic364
Pic648
eng
Let ABCD, EBCF be parallelograms on the same base BC and in the same parallels AF, BC;
lat Sic
Sint parallilogramma ABGD et EBGZ super eandem basim BG et in eisdem equidistantibus AZ et BG.
lat Gerard
Exempli causa: Sint due superficies equidistantium laterum super quas sunt ABGD; EBZG super unam basim sitque BG, et sint inter duas lineas equidistantes EZ; BG.
lat Adelard
Exempli gratia: Sint due superficies quarum una ABGD, altera HZGD linee quarum equidistantes supra unam alkaidam GD cadant inter duas, scilicet, lineas equidistantes GD et AZ.
lat Hermann
Ut sunt superficies due ABGD et altera EZGD, ambe supra unam basim GD inter duas equidistantes lineas GD et AZ,
ara Uppsala
No Arabic
ara Tuṣi p. 24
مثلا كسطحى (ا ب ج د) (ه ب ج ز) الكائنين على قاعدة (ب ج) بين متوازى (ب ج) (ا ز)
ara Nairizi p. 146-148
مثله ان سطحى (ا ب) (ج د) (ه ز) (ج د) ١٤٨ متوازيه الاضلاع وهما جميعا قائدة (ج د) وبين خطين متوازيين وهما (ا ز) (ج د)
san 53,21-22
yathā abajadacaturbhujaṃ habajajhacaturbhujaṃ caite dve caturbhuje ajharekhābajarekhayor madhye bajarekhopari staḥ
Pic748
lat Clavius
INTER duas parallelas A B, C D, super basi C D, existant duo parallelogramma C D E A, C D B F. (Dicuntur autem parallelogramma in eisdem esse parallelis, quando duo latera opposita partes sunt parallelarum, ut in exemplo proposito cernitur)
Pic3393
kin 幾何原本
解曰。甲乙、丙丁、兩平行線內。有丙丁戊甲、與丙丁乙己、兩平行方形。同丙丁底。題言此兩形等。等者。不謂腰等、角等。謂所函之地等。
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