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10/31/12 1:20pm

I'm trying to plot the resulting conic, calculated by a dot product.

K = {Sin[t] Cos[p], Sin[t] Sin[p], Cos[t]};
oP = {x, y, 1};
noP = Assuming[Element[{t, x, y, z}, Reals], Simplify[Norm[oP]]];
nK = Assuming[Element[{t, p, x, y, z}, Reals], Simplify[Norm[K]]];
{(K.oP)^2 == (Cos[a]*nK*noP)^2, {x, -30, 30}, {y, -30, 30}},
{a, Pi/16, Pi, Pi/16, ControlPlacement -> Left},
{t, 0, \[Pi], \[Pi]/256, ControlPlacement -> Left},
{p, 0, \[Pi], \[Pi]/256, ControlPlacement -> Left}]

It does return a good conic equation, but whenever I try to graphic with

ParametricPlot[{equation}, {x, -10, 10}, {y, -10, 10}], it only plot the axes.
=={equation} does plot it right.
Should I change my equation or switch ParametricPlot for something else?

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Subject (listing for 'Plotting conics')
Author Date Posted
Plotting conics Renaud 10/31/12 1:20pm
Re: Plotting conics Michael 11/07/12 4:24pm
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