Xref: utzoo comp.graphics:4592 sci.math:5792 sci.math.symbolic:604 Path: utzoo!utgpu!utstat!jarvis.csri.toronto.edu!mailrus!tut.cis.ohio-state.edu!bloom-beacon!apple!vsi1!versatc!ritter From: ritter@versatc.UUCP (Jack Ritter) Newsgroups: comp.graphics,sci.math,sci.math.symbolic Subject: Parametric Representation of General Conic Curve Message-ID: <15517@versatc.UUCP> Date: 23 Feb 89 00:02:39 GMT Organization: Versatec, Santa Clara, Ca. 95051 Lines: 21 I want to find a parametric representation of the general (2 dimensional) conic curve: a*X**2 + b*X*Y + c*Y**2 + d*X + e*Y + f = 0. Note, this is a general, rotated conic; it could be an ellipse, parabola, or hyperbola (or line(s)). What I want are 2 parametric functions representing the above locus: X=G(t) & Y=H(t), so the curve can be rendered. Boundary points on the curve would determine start and end values for t. -- -> Even aliens think The Three Stooges are funny. <- Jack Ritter, S/W Eng. Versatec, 2710 Walsh Av, Santa Clara, CA 95051 Mail Stop 1-7. (408)982-4332, or (408)988-2800 X 5743 UUCP: {pyramid,mips,vsi1,arisia}!versatc!ritter