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Euclid: Elementa

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gre I,9
καὶ βάσις ἡ ΔΖ βάσει τῇ ΕΖ ἴση ἐστίν:
Pic337
Pic636
eng
And the base DF is equal to the base EF;
lat Sic
et basis DZ basi EZ est equalis,
lat Gerard
Basis quoque DZ basi ZE equalis existit.
lat Adelard
alkaidaque DZ sicut alkaida HZ.
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lat Hermann
est autem et basis DZ equalis basi ZE,
ara Uppsala
وقاعدة (د ز) مساوية لقاعدة [{6r,4}] (ز ه)
ara Tuṣi
[...] [[ فاس : ... ]]
ara Nairizi p. 70
وقاعدة (د ز) مساوية لقاعدة (ه ز)
per Shirazi p. 27,8-10
و بضرورت جنین است والا بر یکی ازین دو خط افتد یا خارج ازیشان برین وجه و زاویه ز د ه، ز ه د فوق القاعده متساوی شوند *ه
san 15,16–17
dajhabhujahajhabhujau (17) samānau |
Pic684
lat Clavius
Sit autem & basis D F, basi E F, æqualis, propterea quod triangulum D F E, constructum est æquilaterum.
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