While in flight, how do the $x$ and $y$ components of the velocity vector of the ball compare at the points A and $D?$

The velocity components have the same magnitudes at both points, but the directions of the $x$ components are reversed.

The velocity components are non$-$zero at A and are zero $\frac{m}{s}$ at $D.$

The velocity components are the same in magnitude and direction at both points.

The velocity components have the same magnitudes at both points, but the directions of the $y$ components are reversed.

The velocity components have the same magnitudes at both points, but their directions are reversed.