Kicked Football Suppose JCHS is getting ready to kick a field goal against Manhattan High School. The height of the kicked ball is modeled by the equation Randy is ge track meet Manhatta shot put f(x) = -.02x² + 1,18x + s a where x is the horizontal distance I feet from the point of impact with the kicker's foot. Two things can go wrong: The kick could be blocked by the defensive player or the kick might not make it where s point o across the bars for the field goal. a) w wher a) What is the maximum height of the football and where does that occur? matheight 24.2 ーじ2と b p) If the MHS player is 6.5 feet away when the ball s kicked and he can jump 7 feet in the air, does he kick get blocked? Explain/ If the kick is not blocked, does the ball go rough the uprights that are 10 feet high and 30 et away. Explain. f(30)=

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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I just need help with this one last math problem
6) Solve one of the two problems below. Show your work at all stages.
Kicked Football
Suppose JCHS is getting ready to kick a field goal
against Manhattan High School. The height of the
kicked ball is modeled by the equation
Randy is getting r
track meet. His
Manhattan High
shot put is mod
f(x)
f(x) = -.02x² + 1,18x + .5
a
where x is the horizontal distance i feet from the
point of impact with the kicker's foot. Two things
can go wrong: The kick could be blocked by the
defensive player or the kick might not make it
across the bars for the field goal.
where s is the
point of the to
a) What is
where doe
a) What is the maximum height of the football and
where does that occur?
mathaight
と F-ye
-0.2x
b) Fra
b) If the MHS player is 6.5 feet away when the ball
is kicked and he can jump 7 feet in the air, does
the kick get blocked? Explain/
c)
c) If the kick is not blocked, does the ball go
through the uprights that are 10 feet high and 30
feet away. Explain.
f(30)=
Transcribed Image Text:6) Solve one of the two problems below. Show your work at all stages. Kicked Football Suppose JCHS is getting ready to kick a field goal against Manhattan High School. The height of the kicked ball is modeled by the equation Randy is getting r track meet. His Manhattan High shot put is mod f(x) f(x) = -.02x² + 1,18x + .5 a where x is the horizontal distance i feet from the point of impact with the kicker's foot. Two things can go wrong: The kick could be blocked by the defensive player or the kick might not make it across the bars for the field goal. where s is the point of the to a) What is where doe a) What is the maximum height of the football and where does that occur? mathaight と F-ye -0.2x b) Fra b) If the MHS player is 6.5 feet away when the ball is kicked and he can jump 7 feet in the air, does the kick get blocked? Explain/ c) c) If the kick is not blocked, does the ball go through the uprights that are 10 feet high and 30 feet away. Explain. f(30)=
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