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The Green Monster solution in Question 4 describes four trajectories for a fixed angle of 45 degrees. In this problem Lets write a well-documented MATLAB script hmwk8Q4.m to find the combinations of ball-speeds and (launch) angles that allow the baseball to leave Fenway Park over the Green Monster. Using the equations of motion in Question 3, it can be shown that the baseball will leave Fenway park when the equation below is satisfied. x=u² cos =u² cos (xm sin 0-ym cos 0) The ball's initial speed is u. The gravitational constant g is 9.8 m/sec². xm = 310 ft, which is the distance from home plate to the Green Monster. Ym = 33 ft, which is the distance between the height of the Green Monster and the heigh where the ball is struck.

The Green Monster solution in Question 4 describes four trajectories for a fixed angle of 45 degrees. In this problem Lets write a well-documented MATLAB script hmwk8Q4.m to find the combinations of ball-speeds and (launch) angles that allow the baseball to leave Fenway Park over the Green Monster. Using the equations of motion in Question 3, it can be shown that the baseball will leave Fenway park when the equation below is satisfied. x=u² cos =u² cos (xm sin 0-ym cos 0) The ball's initial speed is u. The gravitational constant g is 9.8 m/sec². xm = 310 ft, which is the distance from home plate to the Green Monster. Ym = 33 ft, which is the distance between the height of the Green Monster and the heigh where the ball is struck.

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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The Green Monster solution in Question 4 describes four trajectories for a fixed angle of 45 degrees. In this problem ets write a well-documented MATLAB script hmwk8Q4.m to find the combinations of ball-speeds and (launch) angles that allow the baseball to leave Fenway Park over the Green Monster. Using the equations of motion in Question 3, it can be shown that the baseball will leave Fenway park when the equation below is satisfied. The ball's initial speed is u. The gravitational constant g is 9.8 m/sec². xm = 310 ft, which is the distance from home plate to the Green Monster. Ym = 33 ft, which is the distance between the height of the Green Monster and the heigh where the ball is struck. 4 speed [mph] 130 120 110 100 90 80 70 15 g x² = u² cos 0 (xm sin 0 - Ym cos 0) 2 Bat Speed & Angle Combinations Required To Hit Green Monster 20 25 30 angle [deg] 35 40 45
Transcribed Image Text:The Green Monster solution in Question 4 describes four trajectories for a fixed angle of 45 degrees. In this problem ets write a well-documented MATLAB script hmwk8Q4.m to find the combinations of ball-speeds and (launch) angles that allow the baseball to leave Fenway Park over the Green Monster. Using the equations of motion in Question 3, it can be shown that the baseball will leave Fenway park when the equation below is satisfied. The ball's initial speed is u. The gravitational constant g is 9.8 m/sec². xm = 310 ft, which is the distance from home plate to the Green Monster. Ym = 33 ft, which is the distance between the height of the Green Monster and the heigh where the ball is struck. 4 speed [mph] 130 120 110 100 90 80 70 15 g x² = u² cos 0 (xm sin 0 - Ym cos 0) 2 Bat Speed & Angle Combinations Required To Hit Green Monster 20 25 30 angle [deg] 35 40 45
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