Hotel Price Fixing? Waikiki Beach has two hotels, one run by Juan and a second run by Tulah. The average cost of providing rooms is constant at $30 per day. Assume low-price guarantees are illegal. Here are the possible outcomes: (Enter your responses as integers.) Price-fixing (cartel). Each firm has 30 customers per day at a price of $42. Corresponding profit for each firm will be $360 Duopoly (no price-fixing). Each firm has 38 customers per day at a price of $37. Corresponding profit for each firm will be $266. Underpricing (one firm charges $42 and the other charges $37). The low-price firm has 70 customers and the high-price firm has 10 customers. Corresponding profit for the low-price firm will be $ and profit for the high-price firm will be $. Juan chooses a price first, followed by Tulah. A game tree for the price-fixing game with corresponding profits is depicted to the right. Predict the outcome. O A. Juan and Tulah will both choose a price of $37. B. Juan will choose a price of $42 and Tulah will choose a price of $37. O C. Juan will choose a price of $37 and Tulah will choose a price of $42. O D. Juan and Tulah will both choose a price of $42.

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Chapter15: Imperfect Competition
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Hotel Price Fixing? Waikiki Beach has two hotels, one run by Juan and a second run by Tulah. The average cost of
providing rooms is constant at $30 per day. Assume low-price guarantees are illegal. Here are the possible outcomes: (Enter
your responses as integers.)
Price-fixing (cartel). Each firm has 30 customers per day at a price of $42. Corresponding profit for each firm will be $360.
Duopoly (no price-fixing). Each firm has 38 customers per day at a price of $37. Corresponding profit for each firm will be
$ 266
Underpricing (one firm charges $42 and the other charges $37). The low-price firm has 70 customers and the high-price firm
has 10 customers. Corresponding profit for the low-price firm will be $ and profit for the high-price firm will be S.
Juan chooses a price first, followed by Tulah. A game tree for the price-fixing game with corresponding profits is depicted to
the right.
Predict the outcome.
O A. Juan and Tulah will both choose a price of $37.
O B. Juan will choose a price of $42 and Tulah will choose a price of $37.
C. Juan will choose a price of $37 and Tulah will choose a price of $42.
D. Juan and Tulah will both choose a price of $42.
Transcribed Image Text:Hotel Price Fixing? Waikiki Beach has two hotels, one run by Juan and a second run by Tulah. The average cost of providing rooms is constant at $30 per day. Assume low-price guarantees are illegal. Here are the possible outcomes: (Enter your responses as integers.) Price-fixing (cartel). Each firm has 30 customers per day at a price of $42. Corresponding profit for each firm will be $360. Duopoly (no price-fixing). Each firm has 38 customers per day at a price of $37. Corresponding profit for each firm will be $ 266 Underpricing (one firm charges $42 and the other charges $37). The low-price firm has 70 customers and the high-price firm has 10 customers. Corresponding profit for the low-price firm will be $ and profit for the high-price firm will be S. Juan chooses a price first, followed by Tulah. A game tree for the price-fixing game with corresponding profits is depicted to the right. Predict the outcome. O A. Juan and Tulah will both choose a price of $37. O B. Juan will choose a price of $42 and Tulah will choose a price of $37. C. Juan will choose a price of $37 and Tulah will choose a price of $42. D. Juan and Tulah will both choose a price of $42.
Price = $42 Juan: $360
Tulah: $360
Tulah
Price
= $42
Juan: $120
Tulah: $490
Price = $37
%3D
Juan
Price = $42
%3D
Juan: $490
Tulah: $120
Price = $37
Tulah
Juan: $266
Price = $37 Tulah: $266
%3D
Transcribed Image Text:Price = $42 Juan: $360 Tulah: $360 Tulah Price = $42 Juan: $120 Tulah: $490 Price = $37 %3D Juan Price = $42 %3D Juan: $490 Tulah: $120 Price = $37 Tulah Juan: $266 Price = $37 Tulah: $266 %3D
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