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The projective and kinematic geometry of closed polygons (1914)

Hebbert, Clarence Mark · leaf 16

An illustration from The projective and kinematic geometry of closed polygons, 1914, leaf 16
II, andthe vertices of a required square can be determined by drawingthe bisectors of the angles between the axes of symmetry. Thesect-points of these bisectors and the sides of the polygon arethe required vertices. In a regular polygon of 4n sides may be inscribed an infinite number of squares,… … from the center and therefore form a square. These four points lieon four sides of the polygon which, if produced, would form asquare. V. Squares circumscribed to a quadrangle and theirKinematic Properties.Given three collinear or non-collinear points, 0(o,o), E(c,o),F(a,b). To find the locus…

Geometry, Projective · Kinematic geometry · Polygons · Theses

Internet Archive · University of Illinois Urbana-Champaign · Public Domain Mark 1.0. Free to use for anything.

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