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Plane Projective Geometry
Essay # 11693
Plane Projective Geometry
Technical analysis of mathematical process involved in producing Reuleaux triangle from equilateral triangle.
2,250 words (approx. 9 pages) |
4 sources |
1996
From the Paper:
"The Reuleaux triangle is derived from an equilateral triangle. It is produced by replacing each side of the equilateral triangle with the arc of a circle. These two-dimensional triangles can be used to create somatocharts. Three-numeral somatotype data can additionally be plotted within a standard rectangular coordinate axis system. Geometric figures may be analyzed according to their component parts. Perhaps the most basic components of the Reuleaux triangle consist of those points which comprise it. The position of a point in a plane can be given by means of two numbers. For example, x, y can be the distances of a point, P, from two given perpendicular lines. Given this information, the position of P can be determined when the values of both x and y..."More papers on Plane Projective Geometry:
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APA Citation:
Plane Projective Geometry (2012, January 15). Retrieved February 12, 2012, from http://www.academon.com/Essay-Plane-Projective-Geometry/11693
MLA Citation:
"Plane Projective Geometry" 15 January 2012. Web. 12 Feb. 2012. <http://www.academon.com/Essay-Plane-Projective-Geometry/11693>
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