The market for taxi services in a Midwestern town is monopolized by firm 1. Currently, any taxi services firm must purchase a $40,000 “medallion” from the city in order to offer its services. A potential entrant (firm 2) is considering entering the market. Since entry would adversely affect firm 1’s profits, the owner of firm 1 is planning to call her friend (the mayor) to request that the city change the medallion fee by $F thousand. The extensive form representation of the relevant issues is summarized in the accompanying graph (all payoffs are in thousands of dollars and include the current medallion fee of $40,000). Notice that when F > 0, the medallion fee is increased and profits decline; when F < 0, the fee is reduced and profits increase. a. What are firm 1’s profits if it does not call to change the fee (that is, if it opts for a strategy of maintaining the status quo)? b. How much will firm 1 earn if it convinces the mayor to decrease the medallion fee by $40,000 (F = −$40) so that the medallion fee is entirely eliminated? c. How much will firm 1 earn if it convinces the mayor to increase the medallion fee by $300,000 (F = $300)? d. Determine the change in the medallion fee that maximizes firm 1’s profits. e. Do you think it will be politically feasible for the manager of firm 1 to implement the change in (d)? Explain
![(300 – F, 200 – F)
Enter
2
Don't enter
change fee
Don't call
to change fee2
Call to
(700 – F, 0)
Enter
(300, 200)
Don't enter
(700, 0)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7f271311-f805-4f31-a035-165efa5e6272%2F60c14eb3-29fc-431d-a34e-28176fa6df41%2Fhlc4w9v.jpeg&w=3840&q=75)
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