A 2D light ray is sent from point π = (1, β1). It is reflected off a surface (represented by a line) at π = (6,11), and reaches a receiver point at π = (25,13 2 17) . Note that light rays hitting a surface reflect in a direction which is symmetric according to the normal. a) Find the implicit representation of the surface such that its βupβ is towards π (i.e. it faces the incoming ray). b) Find the angle between the ray and the surface.
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