Step 1: Analyzing the slope.
The ball is rolling down a slope with very little friction. As there is little friction, the ball will maintain its motion unless an obstacle or an incline prevents it.
Step 2: Understanding the behavior of the ball.
- The ball will continue rolling until it reaches a flat surface or an incline where it can maintain motion.
- Point S lies at the end of the slope, and there is no indication of a stop, so the ball will continue to be in motion there.
\[
\boxed{(D) \, \text{The ball will continue to be in motion at point S.}}
\]