ECO4199-takehome-work

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University of Ottawa *

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4199

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Economics

Date

Feb 20, 2024

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pdf

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2

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ECO 4199 Take Home Exam - Fall 2023 Due: 5:00pm on 12/15/2023 This is a take home exam. Complete the exam on your own. Do not discuss the exam with anyone else. Submit your answers on Brightspace by the due date. Instructions: Answer the following questions. Show your work. The exam is worth 30 points. Question 1 (5 points) Why does market power result from territory definition and protection by owners acting as leagues? Provide a nonsport example where such protection does not generate market power.What is the crucial difference between your example and a pro sports league? Question 2 (10 points) Consider the following league model: Where the demand for winning is: Large market team: Small market team: where and are the marginal revenues of large and small. Algebraically solve for the following equilibrium conditions: a) winning percentages ( ) b) price of talent ( ), c) the talent bills ( , ). d) Plot the two-team league model and label the equilibrium values. Round all values to 4 decimal places. Question 3 (5 points) Explain why each of the following remedies for competitive imbalance will or will not improve balance. a) Local gate revenue sharing b) The luxury tax c) Salary cap MR = L 90 − 90 W L MR = S 60 − 60 W S MR L MR S W , W L S P TB L TB S
Question 4 (5 points) a) Suppose winning one more game increases revenues by $500,000. A solid slugger adds 55 winning percent points. Based on marginal revenue product, what is the most a profit maximizing owner is willing to pay the slugger. Note: Winning one more game raises winning percent by 1/162=.006, or 6 points. Rounding all of your calculations to the nearest whole number. b) What will the impact on player salaries be if a professional sports league with free agent players decided to relocate one of its teams? Answer in terms of MRP. Question 5 (5 points) Use the two-team league model to show graphically the value (i.e. benefit or cost) to owners by reducing competition over players when: a) Fan willingness to pay increase b) The opportunity cost outside of the sport falls c) A rival league forms
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