Let \( O \) be the vertex and \( Q \) be any point on the parabola, \( x^{2}=8 y \). If the poin... VIDEO
Let \( O \) be the vertex and \( Q \) be any point on the parabola, \( x^{2}=8 y \). If the point \( p \) divides the line se gment \( O Q \) internally in the ratio \( 1: 3 \), then the locus of \( P \) is:
A. \( y^{2}=2 x \)
B. \( x^{2}=2 y \)
C. \( x^{2}=y \)
D. \( y^{2}=x \)
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