Apollonius Revisited Equidistance
Apollonius Revisited: Equidistance - Concord Academy
Apollonius Revisited: Equidistance - Concord Academy
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LLPTask: Construct a circle through a point A and tangent to two lines j, kSolution: via intersection of angle bisector and a parabolaKey Observation: The center of the tangent circle is equidistant to two lines and the point.Equilocus of two intersecting lines is the angle bisector and equilocus of a point and aline is a parabola. Note: two solutions are possible.