Passing didn't work, but there's time for one play. Michigan's coaches have decided to try running the ball. The quarterback hands the ball to a running back at (32, 4). Every quarter of a second, the running back runs 3 yards west and 1 yard south. 1. Write two parametric equations for the running back's progress. Hint: Remember, this progress is occurs every 0.25 seconds. You may want to make a table. State's only free defender is at (26, –14). He is running to tackle the running back. Every quarter of a second, he runs 2.5 yards west and 0.5 yards north. 2. Write two parametric equations for the defender's progress.

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.7: Solving Systems Of Linear And Quadratic Equations
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Passing didn't work, but there's time for one play. Michigan's coaches have decided
to try running the ball. The quarterback hands the ball to a running back at (32, 4).
Every quarter of a second, the running back runs 3 yards west and 1 yard south.
1. Write two parametric equations for the running back's progress.
Hint: Remember, this progress is occurs every 0.25 seconds. You may want to
make a table.
State's only free defender is at (26, –14). He is running to tackle the running back.
Every quarter of a second, he runs 2.5 yards west and 0.5 yards north.
2. Write two parametric equations for the defender's progress.
Transcribed Image Text:Passing didn't work, but there's time for one play. Michigan's coaches have decided to try running the ball. The quarterback hands the ball to a running back at (32, 4). Every quarter of a second, the running back runs 3 yards west and 1 yard south. 1. Write two parametric equations for the running back's progress. Hint: Remember, this progress is occurs every 0.25 seconds. You may want to make a table. State's only free defender is at (26, –14). He is running to tackle the running back. Every quarter of a second, he runs 2.5 yards west and 0.5 yards north. 2. Write two parametric equations for the defender's progress.
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