- #1
Philosophaie
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- 0
I have two 3D planes: A1*x + B1*y + C1*z + D1 = 0 and A2*x + B2*y + C2*z + D2 = 0.
If you set them equal to each other it should be at the intersection.
This leads to another Plane: (A1 - A2)*x + (B1 - B2)*y + (C1 - C2)*z + (D1-D2) = 0.
What I want is the line of intersection in vector and parametric form.
This is not a homework problem. It is for personal knowledge.
Is this Possible?
If you set them equal to each other it should be at the intersection.
This leads to another Plane: (A1 - A2)*x + (B1 - B2)*y + (C1 - C2)*z + (D1-D2) = 0.
What I want is the line of intersection in vector and parametric form.
This is not a homework problem. It is for personal knowledge.
Is this Possible?