The perpendicular OY is drawn from the centre O of the ellipse x2/a2 + y2/b2 = 1 to any tangent. Prove that the locus of Y is (x2 + y2 )2 = a2x2 + b2 y2.
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Expert's answer
2021-08-19T07:02:36-0400
Let p(x,y) be the foot of perpendicular to a tangent
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