Let O be the vertex of the parabola and Q be any point on it. Let the locus of the point P, which divides the line segment OQ internally in the ratio be the conic C. Then the equation of the chord of C, which is bisected at the point , is:
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Let O be the vertex of the parabola and Q be any point on it. Let the locus of the point P, which divides the line segment OQ internally in the ratio be the conic C. Then the equation of the chord of C, which is bisected at the point , is:
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