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Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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10. Correct answer?
Assignment name: Unit 3 LeX
E Cooy of Couy of Copy ct C
Fema e Reprccuctive Sys
A Format ve
* Easel
C O
A apclassroom.collegeboard.org/104/assessments/assignments/33450806/
a students.bbchs.org bookmarks
health
- Understand consen
E Reading
CollegeBoard
Pre-AP
Unit 3 Learning Checkpoint 1
Emily Sanders
< 10 of 10
画
Question 10
20 meters
Tee
65 meters
Submit
Lauren hits a golf ball into the air from a tee on the ground. The path of the ball can be modeled by a parabolic function. The ball reaches a maximum height of 20 meters when the ball is
horizontally 65 meters from the tee.
If the ry-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled
by the quadratic function p, where p (r) is the height of the ball, in meters, above level ground and r is the horizontal distance from the tee. Which of the following correctly defines the
function p?
Q
P(z) - (z - 65) - 20
Sign out
V1 3:32
1O
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Transcribed Image Text:Assignment name: Unit 3 LeX E Cooy of Couy of Copy ct C Fema e Reprccuctive Sys A Format ve * Easel C O A apclassroom.collegeboard.org/104/assessments/assignments/33450806/ a students.bbchs.org bookmarks health - Understand consen E Reading CollegeBoard Pre-AP Unit 3 Learning Checkpoint 1 Emily Sanders < 10 of 10 画 Question 10 20 meters Tee 65 meters Submit Lauren hits a golf ball into the air from a tee on the ground. The path of the ball can be modeled by a parabolic function. The ball reaches a maximum height of 20 meters when the ball is horizontally 65 meters from the tee. If the ry-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled by the quadratic function p, where p (r) is the height of the ball, in meters, above level ground and r is the horizontal distance from the tee. Which of the following correctly defines the function p? Q P(z) - (z - 65) - 20 Sign out V1 3:32 1O 100e Lenovo ☆回
Assignment name: Unit 3 Lex
E Cooy of Copy o' Copy of t
Fema e Reproductive Syst
A Format ve
* Easel
A apclassroom.collegeboard.org/104/assessments/assignments/33450806/
astudents.bbchs.org bookmarks
health
- Understand consen.
国Reading
CollegeBoard
Pre-AP
Unit 3 Learning Checkpoint 1
Emily Sanders
65 meters
< 10 of 10 >
国
If the ry-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled
by the quadratic function p, where p (x) is the height of the ball, in meters, above level ground and z is the horizontal distance from the tee. Which of the following correctly defines the
function p?
P (z) = (z + 65)² – 20
A
B P(z) = (z+ 20)² – 65
Submit
c P(2) = - (z - 65) + 20
D p(z)
(z - 20) + 65
Sign out
Y 1 3:32
100e
Lenovo
Transcribed Image Text:Assignment name: Unit 3 Lex E Cooy of Copy o' Copy of t Fema e Reproductive Syst A Format ve * Easel A apclassroom.collegeboard.org/104/assessments/assignments/33450806/ astudents.bbchs.org bookmarks health - Understand consen. 国Reading CollegeBoard Pre-AP Unit 3 Learning Checkpoint 1 Emily Sanders 65 meters < 10 of 10 > 国 If the ry-plane is overlaid on the figure such that the tee corresponds to the origin and each unit in the plane represents 1 meter, then the height of the ball above ground can be modeled by the quadratic function p, where p (x) is the height of the ball, in meters, above level ground and z is the horizontal distance from the tee. Which of the following correctly defines the function p? P (z) = (z + 65)² – 20 A B P(z) = (z+ 20)² – 65 Submit c P(2) = - (z - 65) + 20 D p(z) (z - 20) + 65 Sign out Y 1 3:32 100e Lenovo
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