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Euclid: Elementa

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Ἔστω παραλληλόγραμμον χωρίον τὸ ΑΓΔΒ, διάμετρος δὲ αὐτοῦ ἡ ΒΓ:

Let ACDB be a parallelogrammic area, and BC its diameter;

Esto parallilogrammum spatium AGDB, diametros autem ipsius BG.

Verbi gratia: Sit superficies equidistantium laterum super quam sunt ABGD et sint duo latera AB; GD equidistantia et duo latera AD et BG etiam equidistantia sitque diametrus linea DB.

Exempli gratia: Sit superficies supra quam AB et GD sintque latera AB et GD inconiunctiva. Itemque alia latera AG et BD similiter equidistantia, linea vero diametri AD.

Ut sit superficies ABGD, opposite linee oppositis equidistantes, diameter ab A usque ad D

No Arabic

ara Tuṣi p. 23

فليكن السطح (ا ب ج د) والقطر (ب د)

ara Nairizi p. 146

مثله ان سطح (ا ب ج د) متوازى الاضلاع ضلع (ا ب) مواز لضلع (ج د) وضلع (ا ج) مواز لضلع (ب د) وقد اخرج قطر (ا د)

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yathā abajadacaturbhujakṣetrasya badakarṇaḥ kalpitaḥ |

SIT parallelogrammum A B C D, quale definiuimus definitione 35.

kin 幾何原本

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