Real life Situation:
Chad Johnson is a newly signed professional soccer player for Mylesburg FC, joining the club with a signing transfer fee of €2 million, which represents his guaranteed earning in the first season. During his first season, Chad’s earnings remain constant at €2 million. In the second season, his performance improves significantly, causing his earnings to rise at a constant rate to €3 million by the end of that season. His form continues to improve throughout the third season, playing a pivotal role in their league title win, with his earnings increasing further at a constant rate to €5 million by the season’s end. However, his performance declines sharply in the fourth season, dropping his earnings at a constant rate to €4 million. In the fifth and final season, Chad’s performance gradually worsens, leading to a decrease in earnings that returns at a constant rate to €2 million by the end of the season. Eventually, due to his inconsistent performance, he was let go.
I was most proud of our story because when graphed, we had more than 5 different slopes in our piecewise graph.x
The hardest part of creating the piecewise function was calculating all the equations based on the lines.
If I could revise one part of this project, I would make it so that that there were a variety of slopes, not just a few that were repeated.
This project of piecewise functions helped me understand that the story created had to have a gradual and consistent increase or decrease instead of just immediately dropping or going up.









