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 equilibrium wage if the NHL behaves like a monopsony and the players are unionized (behave like a monopoly)? Show it on a graph
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a) Imagine that both sides of the market are
b) Imagine that players are represented by a union (
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 equilibrium wage if the NHL behaves like a monopsony and the players are unionized (behave like a monopoly)? Show it on a graph
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