The Chicago Bears offer what are essentially two products: preseason and regular season football games. They play 2 preseason and 8 regular season home games. Suppose that Fred is a serious football fan. He values the preseason games at $140 each and the regular season games at $220 each. Joe is a more casual fan. He values the preseason games at $170 each and the regular season games at $180 each. Suppose that Fred and Joe are the only fans. If the Bears sell the tickets separately, the price of a ticket to a preseason game will be S[140 The price of a ticket to a regular season game will be S 180. Total revenue that the Chicago Bears collect will be $ 3440 If the Bears bundle tickets for the two preseason and eight regular season games together, the price the team will set for the bundle is S Total revenue that the Chicago Bears collect will be $[ Should the Bears' managers sell the tickets separately or as a bundle?

The Chicago Bears offer what are essentially two products: preseason and regular season football games. They play 2 preseason and 8 regular season home games. Suppose that Fred is a serious football fan. He values the preseason games at $140 each and the regular season games at $220 each. Joe is a more casual fan. He values the preseason games at $170 each and the regular season games at $180 each. Suppose that Fred and Joe are the only fans. If the Bears sell the tickets separately, the price of a ticket to a preseason game will be S[140 The price of a ticket to a regular season game will be S 180. Total revenue that the Chicago Bears collect will be $ 3440 If the Bears bundle tickets for the two preseason and eight regular season games together, the price the team will set for the bundle is S Total revenue that the Chicago Bears collect will be $[ Should the Bears' managers sell the tickets separately or as a bundle?

Economics (MindTap Course List)

13th Edition

ISBN:9781337617383

Author:Roger A. Arnold

Publisher:Roger A. Arnold

Chapter3: Supply And Demand: Theory

Section: Chapter Questions

Problem 28QP

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10. Game theory
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