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The locus of points in the euclidean plane that satisfy some geometric or algebraic definition is called a curve. a curve is considered to be the locus of a set of points that satisfy an algebraic or transcendental equation in two variables. Various properties of the curve can be defined in terms of the equation. These include the locations of x- and y-intercepts, local maxima and minima, flexes, nodes, and cusps. cardioid A heart-shaped curve generated by a point of a circle that rolls (without slipping) on a fixed circle of the same diameter. In point-wise construction of the curve, let O be a fixed point of a circle C
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submitted by srujana (3220 m) on 14 Sep 2007 12:29:16 IST (33 comments 1181 views)
