Let be the vertex and be any point on the parabola

MATHEMATICS · Single correct · CBSE · Mathematics · Conic Sections · Conic Sections

Problem

Let OO be the vertex and QQ be any point on the parabola x2=8yx^2=8y. If the point PP divides the line segment OQOQ internally in the ratio 1:31:3, then the locus of PP is (1) x2=yx^2=y (2) y2=xy^2=x (3) y2=2xy^2=2x (4) x2=2yx^2=2y

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