Let P1 and P2 be two non-parallel planes in space, and A a point that does not It is in none of them. For each point X, let X1 denote its reflection with respect to P1, and X2 its reflection with respect to P2. Determine the locus of points X for the which X1,X2 and A are collinear. geometryLocus3D geometryLocus problemscollinear