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This lecture covers the analysis of points at infinity of a plane section of a circular cone, discussing the cases where the conic section is an ellipse, a parabola, or a hyperbola. It also explores the construction of asymptotes and the section of a plane on a circular cylinder. The lecture further delves into the formation of conic sections when the section plane is parallel to the generatrices, leading to the identification of ellipses, circles, and other conic shapes.
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