MathematicsEasy92×since 2002Q4714If P(h,k)\mathrm{P}(\mathrm{h}, \mathrm{k})P(h,k) be a point on the parabola x=4y2x=4 y^{2}x=4y2, which is nearest to the point Q(0,33)\mathrm{Q}(0,33)Q(0,33), then the distance of P\mathrm{P}P from the directrix of the parabola y2=4(x+y)\quad y^{2}=4(x+y)y2=4(x+y) is equal to :A8B2C6D4Check answerSkip