Question
Ayana plans to participate in a multiday relay race with friends. The function f(x) gives how many miles each person will run if there are x people on the team.
What does f(8)>f(12) tell you?
What does f(8)>f(12) tell you?
Answers
GPT-4o mini
The notation \( f(8) > f(12) \) suggests that when there are 8 people on the team, each person will run more miles than if there are 12 people on the team.
This implies that as the number of team members increases (from 8 to 12), the distance that each individual has to run decreases. Therefore, the function \( f(x) \) is showing an inverse relationship between the number of team members \( x \) and the distance each person runs: more people on the team results in less distance for each person.
In practical terms for Ayana and her friends, if they run with only 8 people, each person will have a larger share of the race distance to cover compared to a team of 12. This could be beneficial if they prefer to run less distance each, but might not be ideal if they want to challenge themselves to run more.
This implies that as the number of team members increases (from 8 to 12), the distance that each individual has to run decreases. Therefore, the function \( f(x) \) is showing an inverse relationship between the number of team members \( x \) and the distance each person runs: more people on the team results in less distance for each person.
In practical terms for Ayana and her friends, if they run with only 8 people, each person will have a larger share of the race distance to cover compared to a team of 12. This could be beneficial if they prefer to run less distance each, but might not be ideal if they want to challenge themselves to run more.