The points on the curve `2y=x^(2)` which are closest to the point P(0, 5) are

Determine the points on the curve x^2=4y which are nearest to the point (0,5).

The ordinate of point on the curve y =sqrtx which is closest to the point (2, 1) is

Distance of point P on the curve y=x^(3//2) which is nearest to the point M (4, 0) from origin is

The point on the curve x^2=2y which is nearest to the point (0, 5) is(A) (2sqrt(2),4) (B) (2sqrt(2),0) (C) (0, 0) (D) (2, 2)

Find the point on the parabolas x^2=2y which is closest to the point (0,\ 5) .

Find the point P on the curve y^(2)= 4ax which is nearest to the point (11a, 0)

Find the point on the curve y^2=4x which is nearest to the point (2,\ 1) .

Find the point on the curve y^2=4x which is nearest to the point (2, 1).

Find the point on the curve y^2=4x which is nearest to the point (2, 1).

Find the point on the curve y^2=4x which is nearest to the point (2, 1).