from Unit 4 , Lesson 24
There are 240 people at the park for the soccer games. There are 150 fans.
The rest of the people are on 6 soccer teams. Each team has an equal number
of players. How many players are on each soccer team?
a. Write an equation to represent this situation. Use a letter for the
unknown quantity.

To find out how many players are on each soccer team, we first need to determine the number of players. Subtracting the fans from the total number of people gives us the players: 240 - 150 = 90 players. Since there are 6 teams, we can let “p” represent the number of players on each team. The equation we can set up is: 6p = 90.

Now, solving for p gives us: p = 90 / 6, which results in p = 15. Therefore, each soccer team has 15 players!

The excitement of soccer games has deep roots; the sport itself can be traced back to ancient civilizations like the Greeks and Chinese, who played their own versions of a ball game. Fast forward to today, soccer unites fans and teams worldwide, creating a thrilling atmosphere at every match!

From grassroots leagues to elite competitions, soccer brings communities together. For instance, local parks often host youth leagues where kids can learn teamwork and sportsmanship. So, if you’re inspired by this scenario, maybe grab some friends and start a pick-up game at your local park!