After a football is kicked by a punter, it's subjected to gravity, and follows a parabolic path. The height of one particular punt is shown in the graph. The first coordinates represent the horizontal distance from the punter, and the second coordinates represent the height of the ball above the ground. Both measurements are in feet. Answer each question with a full sentence. Height (ft) 75 50 25 25 50 75 100 Horizontal Distance (ft) 125 150 175 4. Use the graph and some ingenuity to estimate the actual distance the punt traveled. (This is different from how far away it landed! Think of the parabola as a road, and estimate how far you'd travel on that road.) There's no right answer here: A big part of the question is describing how you got your estimate.
After a football is kicked by a punter, it's subjected to gravity, and follows a parabolic path. The height of one particular punt is shown in the graph. The first coordinates represent the horizontal distance from the punter, and the second coordinates represent the height of the ball above the ground. Both measurements are in feet. Answer each question with a full sentence. Height (ft) 75 50 25 25 50 75 100 Horizontal Distance (ft) 125 150 175 4. Use the graph and some ingenuity to estimate the actual distance the punt traveled. (This is different from how far away it landed! Think of the parabola as a road, and estimate how far you'd travel on that road.) There's no right answer here: A big part of the question is describing how you got your estimate.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.2: The Law Of Cosines
Problem 3E
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Transcribed Image Text:After a football is kicked by a punter, it's subjected to gravity, and follows a parabolic path. The height of one particular punt is shown in
the graph. The first coordinates represent the horizontal distance from the punter, and the second coordinates represent the height of the
ball above the ground. Both measurements are in feet. Answer each question with a full sentence.
Height (ft)
75
50
25
25
50
75
100
Horizontal Distance (ft)
125
150
175
Transcribed Image Text:4. Use the graph and some ingenuity to estimate the actual distance the punt traveled. (This is different from how far away it landed!
Think of the parabola as a road, and estimate how far you'd travel on that road.) There's no right answer here: A big part of the
question is describing how you got your estimate.
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