We match sets M of points in the coordinate plane to sets M∗ according to the rule that (x∗,y∗)∈M∗ if and only if x \cdot x* \plus{} y \cdot y* \leq 1 whenever (x,y)∈M. Find all triangles Q such that Q∗ is the reflection of Q in the origin. analytic geometrygeometrygeometric transformationreflectiongeometry unsolved