520260v
In qualibet circuli () sit
polygonon inscriptum cuius latera æqualia
et numerus laterum sit par.
Ducantur lineæ ut in
[Translation: In any circle let there be inscribed a polygon whose sides are equal, the number of sides even.
Lines are drawn as in the ]
polygonon inscriptum cuius latera æqualia
et numerus laterum sit par.
Ducantur lineæ ut in
[Translation: In any circle let there be inscribed a polygon whose sides are equal, the number of sides even.
Lines are drawn as in the ]
Dico quod: circulus cuius smemidiameter :
æqualis est superficiei figuræ factæ a
revolutione polygoni
[Translation: I say that: the circle whose semdiameter is is equal to the surface of the figure made from the revolution of the inscribed ]
æqualis est superficiei figuræ factæ a
revolutione polygoni
[Translation: I say that: the circle whose semdiameter is is equal to the surface of the figure made from the revolution of the inscribed ]