Answer :
The distance between the park and Ezequiel's house is 20 meters. It takes Ezequiel 2.5 minutes to get home from the park.
(1) To determine the distance between the park and Ezequiel's house, we can calculate the difference between the two distances at which Ezequiel is from his house.
Ezequiel is 100 meters away from his house after a few minutes, and 80 meters away from his house after 10 minutes. The difference between these two distances is 100 - 80 = 20 meters.
Therefore, the distance between the park and Ezequiel's house is 20 meters.
(2) To determine how long it takes Ezequiel to get home from the park, we can use the concept of speed.
We have the information that Ezequiel is walking at a constant speed. Since the distance from the house is 80 meters after 10 minutes, we can calculate the speed by dividing the distance by the time: Speed = 80 meters / 10 minutes = 8 meters/minute.
Since we know the distance between the park and Ezequiel's house is 20 meters, we can calculate the time by dividing the distance by the speed: Time = 20 meters / 8 meters/minute = 2.5 minutes.
Therefore, it takes Ezequiel 2.5 minutes to get home from the park.
For more information on speed visit: brainly.com/question/17661499
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