Beman, Wooster Woodruff, 1850-1922, Smith, David Eugene, 1860-1944 · Boston, Ginn & company · leaf 319
, prop. XXIV 2. • they have the same altitude, .. Tx = T2. Why ? 3. Xi = -Tu and X2 = T2. Prop. VIII 4. And v Tx = T2, .. X, = X2. Ax. 1 Corollary. A trianrjular prism is half of a parallele-piped of the same altitude, whose base is the parallelogram ofwhich one side of the triangular base is the… … Given a parallelepiped, III. To prove that III equals a rectangular parallelepiped as I, ofequal base and equal altitude. Proof. 1. Let II be a parallelepiped on the same base, />, asIII, formed by a rectangular prismatic space, B,cutting the prismatic space S of the figure. Let I be a…
Geometry
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