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#90. Euclid's Elements of plane geometry [book 1-6] as corrected ...

Let ABC , DEF be similar triangles , having the angle B equal to the angle E , and the side BC homologous to EF . Take in BC the greater BG a third ...

#91. Euclide restituto da V. Giordano ... Seconda impressione con ...

Siano gli vguali coni ABC , DEF , e gli vguali cilindri GBCH , IEFK , le di cui bafi BC , EF , e le altezze AL , DM . Dico che la bafe BC alla bafe EF è ...

#92. Elements of Geometry and Trigonometry - 第 29 頁 - Google 圖書結果

Or , since AG = AB , and GC = EF , we have , AB + BC > AB + EF . Taking away the common part AB , there remains ( A. 5 ) , BC > EF . 2o . When G is on BC .

#93. Elements of Geometry: With Notes - 第 99 頁 - Google 圖書結果

For , let BG be a third pro- portional to BC , EF ; that is let there be the proportion BC EF EF BG . B Q E D F H Because the triangles are similar ...

#94. Elements of Geometry, Briefly, Yet Plainly Demonstrated by ...

A h :: D B G с F because AB : DF ( :: BC : EF ) :: EF : BG , and the Ang . B = F . therefore fhall the Triang . ABG be DEF . But the Triang . ABC : BC i BC ...

#95. The Thirteen Books of Euclid's Elements

For let the number A be a part of BC, and another, D, the same part of another EF that A is of BC; I say that the sum of A, D is also the same part of the ...