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pero además la base fgh es a la base fghkl como la pirámide fghn es a la pirámide fghkln.
but further, as the base fgh is to the base fghkl, so also was the pyramid fghn to the pyramid fghkln.
Last Update: 2018-02-13
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sean las pirámides de igual altura y base poligonal abcde y fghkl y vértices m y n. yo digo que la base abcde es a la base fghkl como la pirámide abcdem es a la pirámide fghkln.
let there be pyramids of the same height of which the polygons abcde, fghkl are the bases and the points m, n the vertices; i say that, as the base abcde is to the base fghkl, so is the pyramid abcdem to the pyramid fghkln.
Last Update: 2018-02-13
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de manera similar también se puede demostrar que la base fghkl es a la base fgh como la pirámide fghkln es a la pirámide fghn. [v 18].
similarly also it can be proved that, as the base fghkl is to the base fgh, so is the pyramid fghkln to the pyramid fghn. [p. 393]
Last Update: 2018-02-13
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por lo tanto, también ex aequali, la base abcde es a la base fghkl como la pirámide abcdem es a la pirámide fghkln. [v 22].
therefore also, ex aequali, as the base abcde is to the base fghkl, so is the pyramid abcdem to the pyramid fghkln. [v. 22] q. e. d.
Last Update: 2018-02-13
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