Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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FED. COMMANDINI
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compoſitam proportionem habet ex proportione baſiũ,
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& </
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ſis eſt quadrilaterum a b c d, & </
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cuius baſis quadrilaterum g h K l, & </
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tam habet proportionem ex proportione baſium a b c d,
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g h k l, & </
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dem demonſtraſſe oportebat.</
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ta omnia, & </
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">pyramides, in quibus axes cum baſi-
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bus æquales angulos continent, proportionem
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habere compoſitam ex baſium proportione, & </
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proportione axium. </
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xes inter ſe eandem proportionem habere, quam
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ipſæ altitudines.</
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<
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pyramidis, & </
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