Observe this distance over time graph.
This shows a dog's distance from his house in meters over 18 seconds. Move the descriptions to match what is happening at each time period (A/B/C/D/E labels below).
| Stavka koja se može prevući | arrow_right_alt | Odgovarajuća stavka |
|---|---|---|
traveling at a constant velocity of 5 meters per second | arrow_right_alt | A |
moving at a velocity of 2 meters per second away from the house | arrow_right_alt | B |
deceleration | arrow_right_alt | C |
not moving / speed = 0 | arrow_right_alt | D |
moving at a constant speed toward the house | arrow_right_alt | E |
Now the dog is in a park. Draw a graph that tells this story:
- The dog starts at distance and time of zero.
- He walks for 4 meters at a steady pace of 1m/second.
- He stops to sniff a tree for 3 seconds.
- He then sees a squirrel and accelerates to a run for 6 meters over 3 seconds (in the same direction).
- Finally, he walks all the way back to his owner over 5 seconds at a steady pace.
Please add a title, both axes labelled with units, and a line of motion that matches the story.