Chord of parabola and line interactionHard
Focal Chord Circle Equation Properties
Let y2 = 12x the parabola and S be its focus. Let PQ be a focal chord of the parabola such that (SP) (SQ) = 
. Let C be the circle described taking PQ as a diameter. If the equation of a circle C is 64x2 + 64y2 – αx – 64 
y = β, then β – α is equal to
. Let C be the circle described taking PQ as a diameter. If the equation of a circle C is 64x2 + 64y2 – αx – 64 y = β, then β – α is equal toAsk about this question