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Optimzing latex expressions.
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edit approved May 19, 2021 at 17:00
autopilotmorphism
edit approved May 19, 2021 at 17:00
autopilotmorphism
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I'm trying to plot a trefoil with a parametric function in Mathematica. How would I do that? I know I can use Parametric3D to depict all of it but how do I project it on the XY, XZ, and YZ planes?

It's function is r(t)= ((1+cos(3t))cos(t),(1+cos(3t)sin(t), sin(3t)$r(t)= ((1+\cos(3t))\cos(t),(1+\cos(3t)\sin(t), \sin(3t)$.

Thank you.

I'm trying to plot a trefoil with a parametric function in Mathematica. How would I do that? I know I can use Parametric3D to depict all of it but how do I project it on the XY, XZ, and YZ planes?

It's function is r(t)= ((1+cos(3t))cos(t),(1+cos(3t)sin(t), sin(3t).

Thank you

I'm trying to plot a trefoil with a parametric function in Mathematica. How would I do that? I know I can use Parametric3D to depict all of it but how do I project it on the XY, XZ, and YZ planes?

It's function is $r(t)= ((1+\cos(3t))\cos(t),(1+\cos(3t)\sin(t), \sin(3t)$.

Thank you.

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user80088
user80088
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Plotting a parametric function on xy, xz, and yz planes

I'm trying to plot a trefoil with a parametric function in Mathematica. How would I do that? I know I can use Parametric3D to depict all of it but how do I project it on the XY, XZ, and YZ planes?

It's function is r(t)= ((1+cos(3t))cos(t),(1+cos(3t)sin(t), sin(3t).

Thank you