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Q.) A tangent to the ellipse x²/a² + y²/b² = 1 at any point P meets the line x = 0 at a point Q. Let R be the image of Q in the line y=x, then the circle whose extremities of a diameter are Q and R passes through a fixed point. The fixed point is
[A](3,0)
[B](5,0)
[C](0,0)
[D](4,0)