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... parallelepiped only those class q points are considered that do not fall within the boundaries of the maximum parallelepipeds already constructed . This ensures non rep- etition of the maximum parallelepipeds constructed relative to one ...
David Eugene Smith. Exercises . Parallelepipeds 1. Two rectangular parallelepipeds with congruent bases are to each other as their altitudes . In all such cases the words " the volumes of " are understood . 2. Two rectangular ...
... parallelepipeds BH , and BK . The parallelepiped CM , having its solid angle at B , equal to the solid angle b , of the parallelepiped cm , and the sides about these angles being equal in both the parallelepipeds , they are equal and ...
... parallelepipeds at the end , a transverse series of longitudinal buoyant bars reinforcing the structure and supported by the inner walls of said parallelepipeds at the sides , a central passenger receiving inclosure at both faces ...
... parallelepipeds AE and CF are also equal to one an- other . Wherefore parallelepipeds which are upon equal bases , & c .: which was to be proved . Cor . Any parallelepiped is equal to a rectangular parallelepiped , ( that is , a ...
... Parallelepipeds . - The rest of the book is devoted to the study of the parallelepiped . In Prop . 24 the possibility of such a solid is proved , viz . : — Prop . 24. If a solid be contained by six planes two and two of which are ...
... Parallelepipeds . The rest of the book is devoted to the study of the parallelepiped . In Prop . 24 the possibility of such a solid is proved , viz . : - Prop . 24. If a solid be contained by six planes two and two of which are parallel ...
... parallelepipeds at the end , a transverse series of longitudinal buoyant bars reinforcing the structure and supported by the inner walls of said parallelepipeds at the sides , a central passenger receiving inclosure at both faces ...
... parallelepipeds , by proving that a triangular prism is equal in volume to a parallelepiped , which has its altitude ... parallelepipeds on equal bases are proportional to their altitudes . If we have two rectangular ...
... parallelepipeds Y and Z on these bases . Then , if the upright parallelepipeds AF and GO be constitut- ed on the bases AC and GK , with the altitudes AE and GM , they will be equal to the parallelepipeds Y and Z ( 7.3 . Sup . ) . Now ...