Geometrical Conics Including Anharmonic Ratio and Projection
The projection of a conic will be a hyperbola or an ellipse according as the unprojected line cuts or does not cut the conic. 2. Project two conies into concentric conies. 3. Project a quadrilateral inscribed in a conic into a rectangle inscribed in aanbsp;...
| Title | : | Geometrical Conics Including Anharmonic Ratio and Projection |
| Author | : | Charles Taylor |
| Publisher | : | - 1863 |
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