Questions: Consider the new position vs. time graph below for cyclists A and B. a. How does the motion of the cyclist A in the new graph compare to that of A in the previous graph? b. How does the motion of cyclist B in the new graph compare to that of B in the previous graph? c. Which cyclist has the greater speed? How do you know? d. Describe what is happening at the intersection of lines A and B. e. Which cyclist traveled a greater distance during the first 5 seconds? How do you know?

In the new graph, cyclist A starts at a higher initial position and travels to a lower final position, indicating motion in the negative direction. In the previous graph, cyclist A starts at a lower initial position and moves to a higher final position, showing motion in the positive direction.

In both graphs, cyclist B starts at zero position and moves towards a greater final position, representing motion in the positive direction. The slope of B's line is steeper in the new graph than in the previous graph, signifying a greater speed in the new graph.

Cyclist A has the greater speed in the new graph. Speed is represented by the slope of the line on a position-time graph. Cyclist A's line is steeper than Cyclist B's line in the new graph.