The Economics of Sports
The Economics of Sports
6th Edition
ISBN: 9781138052161
Author: Michael A. Leeds, Peter von Allmen, Victor A. Matheson
Publisher: Routledge
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Chapter 2, Problem 4DQ
To determine

Explain the law of diminishing marginal return in the limiting team size of team roster in basketball.

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Explain why it would cost Rafael Nadal or Venus Williams more to leave the professional tennis tour and open a tennis shop than it would for the coach of a university tennis team to do so.
Is there an economic justification to pay the baseball player Alex Rodriguez $25 million a year? The quarterback Peyton Manning makes $14 million per year. Has this market gotten completely out of hand? Can there be any justification to some of the salaries paid? If so, what are the justifications? What impact do these salaries have on the sport? Are there good economic reasons for teams to pay these salaries?
The demand for NHL players can be written as: Qd=300-W , where Qd - number of players demanded by the league, W - wage of the player (you can think about it as of price). Marginal revenue: MR=300-2Q The supply of players: Qs=W, where Qs  - number of players willing to play. ME=2Q .   a) Imagine that both sides of the market are perfectly competitive. What is the equilibrium number of players in the league and what is the equilibrium wage? Show it on a graph.   b) Imagine that players are represented by a union (monopoly), and the NHL teams compete for the players. What is the equilibrium number of players (Qu) and equilibrium wage (Wu) in this case? Show it on a graph.   c) Imagine that NHL makes all the decision as a single entity (monopsony), and the players are not unionized. What is the equilibrium number of players (QNHL) and equilibrium wage (WNHL) in this case? Show it on a graph.   d) What is going to be the equilibrium number of players in the league and what is the…
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