Final answer:
To represent Brady's distance from the fountain as he jogs around a circular park, a table should show a constant distance that equals the radius of the circular path, regardless of the time he has been jogging.
Step-by-step explanation:
The student's question revolves around finding a table that shows Brady's distance from a fountain at the center of a circular park as he jogs around it. Since Brady is jogging around a circular path, his distance from the fountain, which is at the center, would remain constant as he moves around. Thus, the table representing his distance from the fountain over time should indicate a consistent distance, regardless of how long he jogs for.
For instance, if the radius of the circular path around the fountain is 100 meters, the table would show:
- After 1 minute - 100 meters
- After 2 minutes - 100 meters
- After 3 minutes - 100 meters
- ... and so on, with the distance remaining at 100 meters at each time interval.
If there is any variation in the distance recorded in the table, it would not accurately represent the scenario of jogging around a perfectly circular path with the fountain at its center.