A baseball is hit at an angle 0 relative to the horizontal with a speed vo. We will calculate whether this ball is a home run over a wall a distance D away with a height H. (a) Draw and label a diagram of the problem. (b) Calculate the time t it takes the ball to reach the wall in terms of 0, vo, and D. (c) Using part (b), find the height of the ball as a function of 0, vo, D, and the gravitational acceleration g. (d) If the ball has the following parameters, will it make it over the wall for a home run? Let 0 = 40 degrees, v.= 40 m/s, D = 130 m, and H = 20 m.
A baseball is hit at an angle 0 relative to the horizontal with a speed vo. We will calculate whether this ball is a home run over a wall a distance D away with a height H. (a) Draw and label a diagram of the problem. (b) Calculate the time t it takes the ball to reach the wall in terms of 0, vo, and D. (c) Using part (b), find the height of the ball as a function of 0, vo, D, and the gravitational acceleration g. (d) If the ball has the following parameters, will it make it over the wall for a home run? Let 0 = 40 degrees, v.= 40 m/s, D = 130 m, and H = 20 m.
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Transcribed Image Text:A baseball is hit at an angle 0 relative to the horizontal with a speed vo. We will calculate
whether this ball is a home run over a wall a distance D away with a height H.
(a) Draw and label a diagram of the problem.
(b) Calculate the time t it takes the ball to reach the wall in terms of 0, vo, and D.
(c) Using part (b), find the height of the ball as a function of 0, vo, D, and the gravitational
acceleration g.
(d) If the ball has the following parameters, will it make it over the wall for a home run? Let
e = 40 degrees, vo= 40 m/s, D = 130 m, and H
20 m.
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