MathematicsMedium92×since 2002Q4695Let OOO be the vertex and QQQ be any point on the parabola, x2=8y{{x^2} = 8y}x2=8y. If the point PPP divides the line segment OQOQOQ internally in the ratio 1:31:31:3, then locus of PPP is :Ay2=2x{y^2} = 2xy2=2xBx2=2y{{x^2} = 2y}x2=2yCx2=y{{x^2} = y}x2=yDy2=x{y^2} = xy2=xCheck answerSkip