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Tangent and Normal of a Parabola
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If we draw a circumcircle of triangle ABC, the circumcenter is again the focus F of the parabola.
The minor axis of the ellipse of the focus F1 and F2 passing through point A is equal to the distance c of the focus, and the major axis is equal to √2c.
The minor axis of the ellipse of the focus F1 and F2 passing through point A is equal to the distance c of the focus, and the major axis is equal to √2c.