Table: Two Rival Gas Stations Speedy Gas High Price. Low Price $100, $100 $150, $25 High Price $25, $150 Swifty Gas Low Price $50, $50 Look at the table Two Rival Gas Stations, which shows a payoff matrix for two gas stations in a small town. Each firm can set either a high price or a low price, and customers view these two firms as nearly perfect substitutes. Profits in each cell of the payoff matrix are given as (Swifty, Speedy). If both firm know that they will play the same game repeatedly for many time, both of them will choose tit-for-tat strategy. After they play the game for 10 times, what will be the Speedy Gas's total payoff for the 10 times: O $100 O $500 O $1500 O $150 O None of these options is correct.

Economics: Private and Public Choice (MindTap Course List)
16th Edition
ISBN:9781305506725
Author:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Publisher:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Chapter23: Price-searcher Markets With Low Entry Barriers
Section: Chapter Questions
Problem 17CQ
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Table: Two Rival Gas Stations
Speedy Gas
High Price.
Low Price
$100, $100
$150, $25
High Price
$25, $150
Swifty Gas
Low Price
$50, $50
Look at the table Two Rival Gas Stations, which shows a payoff matrix for two gas stations in a
small town. Each firm can set either a high price or a low price, and customers view these two
firms as nearly perfect substitutes. Profits in each cell of the payoff matrix are given as (Swifty,
Speedy). If both firm know that they will play the same game repeatedly for many time, both
of them will choose tit-for-tat strategy. After they play the game for 10 times, what will be the
Speedy Gas's total payoff for the 10 times:
O $100
O $500
O $1500
O $150
O None of these options is correct.
Transcribed Image Text:Table: Two Rival Gas Stations Speedy Gas High Price. Low Price $100, $100 $150, $25 High Price $25, $150 Swifty Gas Low Price $50, $50 Look at the table Two Rival Gas Stations, which shows a payoff matrix for two gas stations in a small town. Each firm can set either a high price or a low price, and customers view these two firms as nearly perfect substitutes. Profits in each cell of the payoff matrix are given as (Swifty, Speedy). If both firm know that they will play the same game repeatedly for many time, both of them will choose tit-for-tat strategy. After they play the game for 10 times, what will be the Speedy Gas's total payoff for the 10 times: O $100 O $500 O $1500 O $150 O None of these options is correct.
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