Can you us the table to answer the following questions . When will the two players have the same x coordinate?When will the two players have the same y coordinate?When will Michigan's player get tackled?Substitute that time into either x equation to determine where the tackle willoccur.Nho wins the game? Why? to try running the ballI. The quarterback nanus tne ball tU dTul ng Dalk al (32,4J.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 tomake a táble.( 32,4)Or 25 050 0,75 l.01.2550 1.752.03229262320(7 HOX= 32-12+2.-3-4y= 4-H+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.(267 1H)0.25 0.S0 a751.01.25 1.50 1.752.0X=26-1042623,5 2118.51613,58.5-IH T-13.5 -13-125 -12AACPS Curriculum, 2018-||-105-10-115

Note: It is a multipart question. No specific part has been asked.So, We will solve the first three…

Answered: When will the two players have the same…

When will the two players have the same x coordinate? When will the two players have the same y coordinate? When will Michigan's player get tackled?

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

Problem 21PPS

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Question

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Can you us the table to answer the following questions

. When will the two players have the same x coordinate?
When will the two players have the same y coordinate?
When will Michigan's player get tackled?
Substitute that time into either x equation to determine where the tackle will
occur.
Nho wins the game? Why?

to try running the ballI. The quarterback nanus tne ball tU dTul ng Dalk al (32,4J.
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 táble.
( 32,4)
Or 25 050 0,75 l.0
1.2550 1.75
2.0
32
29
26
23
20
(7 HO
X= 32-12+
2.
-3
-4
y= 4-H+
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.
(267 1H)
0.25 0.S0 a75
1.0
1.25 1.50 1.75
2.0
X=26-104
26
23,5 21
18.5
16
13,5
8.5
-IH T-13.5 -13
-125 -12
AACPS Curriculum, 2018
-||-105
-10
-115

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