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Question 3: The elimination of penalty kicks in football is an interesting probability problem.< (1) If you are the goalkeeper's coach, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, before a penalty shoot-out, the goalkeeper coach will usually take out a small note telling the goalkeeper the approximate direction in which he sees a player lunge.)< (2) If you are the goalkeeper coach, and you are additionally taking into account the player's ability to play properly, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, the goalscoring coach will be balancing the player's usual form on the penalty kick, his form in today's game, or the angle of the penalty kick, with the trickier the angle the closer the kick is to the goal, etc.)<

Question 3: The elimination of penalty kicks in football is an interesting probability problem.< (1) If you are the goalkeeper's coach, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, before a penalty shoot-out, the goalkeeper coach will usually take out a small note telling the goalkeeper the approximate direction in which he sees a player lunge.)< (2) If you are the goalkeeper coach, and you are additionally taking into account the player's ability to play properly, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, the goalscoring coach will be balancing the player's usual form on the penalty kick, his form in today's game, or the angle of the penalty kick, with the trickier the angle the closer the kick is to the goal, etc.)<

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Question 3: The elimination of penalty kicks in football is an interesting probability problem.< (1) If you are the goalkeeper's coach, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, before a penalty shoot-out, the goalkeeper coach will usually take out a small note telling the goalkeeper the approximate direction in which he sees a player lunge.)< (2) If you are the goalkeeper coach, and you are additionally taking into account the player's ability to play properly, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, the goalscoring coach will be balancing the player's usual form on the penalty kick, his form in today's game, or the angle of the penalty kick, with the trickier the angle the closer the kick is to the goal, etc.)<
Transcribed Image Text:Question 3: The elimination of penalty kicks in football is an interesting probability problem.< (1) If you are the goalkeeper's coach, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, before a penalty shoot-out, the goalkeeper coach will usually take out a small note telling the goalkeeper the approximate direction in which he sees a player lunge.)< (2) If you are the goalkeeper coach, and you are additionally taking into account the player's ability to play properly, 'specify' how you would build a probability model and develop a strategy to improve your team's chances of winning. (Hint, the goalscoring coach will be balancing the player's usual form on the penalty kick, his form in today's game, or the angle of the penalty kick, with the trickier the angle the closer the kick is to the goal, etc.)<
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