Final answer:
This question pertains to resolving the velocity components of a point on a rotating disc, requiring knowledge of angular velocity and the radius of rotation in a clockwise direction. However, the lack of information about point A's position prevents giving a specific answer.
Step-by-step explanation:
The question relates to the velocity of points on a rotating disk. We are given an angular velocity in revolutions per minute (rpm) and asked to determine the components of velocity for points on the disk. The key to answering this question lies in understanding the relationship between angular velocity (ω), the radius of the rotation (r), and the linear velocity (v), which can be given as v = rω. Since we are considering a clockwise rotation, we must pay special attention to the direction of the velocity components in relation to the coordinate system.
To find the x and y components of the velocity for point A, we would first convert the angular velocity from rpm to radians per second if necessary, consider the radius at which point A is located from the center of rotation, and then use trigonometric relationships to resolve the linear velocity into its x and y components. However, as the question does not provide sufficient details on the positioning of point A or the radius of the disk with respect to the origin, a conclusive answer cannot be given based on the information provided.