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Euclid: Elementa

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gre I,5
ἐδείχθη δὲ καὶ ἡ ὑπὸ ΖΒΓ τῇ ὑπὸ ΗΓΒ ἴση·
Pic88
Pic634
eng
But the angle FBC was also proved equal to the angle GCB;
lat Sic
Ostensus est autem et angulus ZBG angulo IGB equalis
lat Gerard
Ostensum quoque preterea fuit quod angulus GBD angulo BGE equatur.
lat Adelard
Sicque item demonstratum est sub alkaida duos angulos equales ZBG et HGB suntque sub triangulo.
Pic978
lat Hermann
Angulus ergo ZBG ei qui est HGB equalitate concordat,
ara Uppsala 4v,12-13
وقد ' بين أن زاوية (ج ب د) مساوية لزاوية (ب ج ه)
ara Tuṣi p. 6
ولذلك بعينه تكون زاويتا (ج ب ز) (ب ج ح) اللتان تحتهما متساويتين
ara Nairizi p. 56
وقد تبين ان زاوية (ج ب ز) التى تحت القايدة مثل زاوية (ب ج ح)
per Shirazi p. 24,6
و هم بدین سبب متساوی باشند *ع
san 12,11
No Sanskrit
lat Clavius
Ostensum est autem in posterioribus triangulis, & angulos D B C, F C B, qui quidem sunt infra eandem basim B C, esse æquales.
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