Euclide's Elements: The Whole Fifteen Books Compendiously Demonstrated: with Archimede's Theorems of the Sphere and Cylinder, Investigated by the Method of Indivisibles. Also, Euclide's Data, and A Brief Treatise [added by Flussas] of Regular Solids |
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ABC is given ABCD abfurd alfo given alſo altitude angle BAC bafe baſe becauſe bifect circle commenfurable confequently Conftr Coroll cube defcribed demonftrated diameter Dodecaedron drawn equal equilateral faid fame fecond feeing fegment fhall fide figure fince firft folid angle fome Forafmuch fore fphere fquare number fuperficies fuppofed given angle given in kind given in magnitude given in pofition given Magnitude given ratio greater hath Hypothefis Icofaedron incommenfurable infcribed interfection leaft lefs likewife Logarithm mean proportional meaſure medial multiplied oppofite parallel parallelogram pentagon perpendicular plane Plate prifms PROP pyramid rational-line rectangle refidual refidual-line right-angles right-line AB right-line BC Schol Scholium ſhall theſe thofe triangle ABC whence Wherefore whofe whole