The horizontal axis represents position in the east direction and the y axis represents the position in the north-south direction. Time is controlled using the slider. Moving the slider (time) causes the car to follow the path. Distance is how far the car travels and displacement is the vector from the car's starting position to it's current position.
Move the car along the first straight-away up to the first turn at time = 10 s. During that whole time, note that the distance travelled by the car iincreases continuously up to 5.0 m. [br]
1. Continue to move the car through the rest of the path. Note that the distance travelled by the car increases the whole way. The second section, 10 s to 16 s, is also 5 m long. The third, 10 m long, section can be broken into two 5 m long sections (16s to 22s and 22s to 28s). Use the app to confirm those two distances.
2. Note the average speed calculation. It uses the total [b]distance[/b] travelled and the total elapsed time. What do you notice about the speed during 10 s to 16 s compared to the first 10s?
3. Without moving the slider, calculate the average speed after 16 s, 22 s and 28s. Use the applet to confirm your answers afterward.
Return the time to 0 by using the slider or clicking the reset button at the top right.
Turn on the vectors if you have not already done so.
4. Moving the time from 0 s to 10 s, what do you notice about the distance and the magnitude of the displacement? What happens once the time increases past 10 s?
5. Move the time to 22 s. What do you notice about the displacement?
Notice the average velocity calculation. It uses the total [b]displacement[/b] of the car and the total elapsed time.
6. What do you notice about the time used in the average distance and the time in the average velocity calculations?
7. Move the slider to 16 s. Use your vector skills to calculate the displacement magnitude and direction from the graph.
8. If the car completes his whole motion and then travels 14.6 m all the way back to the start in another 20 s as shown below, what would be the average speed?[br][img]data:image/png;base64,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[/img]
9. If the car completes his whole motion and then travels 14.6 m all the way back to the start in another 20 s as shown above, what would be the average velocity?