The table lists the profits of two different spa chains, Elite and Supreme. The profits depend on the number of locations each chain has in a certain city. Each chain has one location, and both owners are considering expansion. If you were the owner of Elite Day Spas, and you are the first mover in a sequential game, what would you do if you want to gain a first- mover advantage? Profits of Elite Day Spa and Supreme Day Spa Supreme has one location Supreme has two locations Elite has one location Elite has two locations Supreme profits $30 Elite Supreme profits $15 Elite profits $30 profits = $50 Supreme profits $50 Elite Supreme profits = $20 Elite Supreme profits = $6 Elite profits $15 profits $20 profits $10 Elite has three locations. Supreme profits $7 Elite profits $35 Supreme profits $35 Elite Supreme profits = $10 Elite Supreme profits = $0 Elite profits $7 profits $6 profits $0 Supreme has three locations Announce expansion plans while you begin to search for a new location. Quickly and quietly open a second location before Supreme has time to act. Quickly and aggressively open two more locations before Supreme has time to act. O Coordinate with the Supreme owner to decide jointly about expansion for both firms.

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
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Give explanation of the correct option and explanation of the incorrect options. Note: Hand written solutions not allowed.
< Question 17 of 19 >
O Macmillan Learning
The table lists the profits of two different spa chains, Elite and Supreme. The profits depend on the number of locations
each chain has in a certain city. Each chain has one location, and both owners are considering expansion. If you were the
owner of Elite Day Spas, and you are the first mover in a sequential game, what would you do if you want to gain a first-
mover advantage?
Profits of Elite Day Spa and
Supreme Day Spa
Supreme has one location
Supreme has two locations
Elite has one location.
Elite has two locations
Supreme profits = $30 Elite Supreme profits = $15 Elite
profits $30
profits = $50
Supreme profits = $50 Elite Supreme profits = $20 Elite Supreme profits = $6 Elite
profits $15
profits = $20
profits = $10
Elite has three locations
Supreme profits = $7 Elite
profits = $35
Supreme has three locations
Supreme profits = $35 Elite
profits = $7
Announce expansion plans while you begin to search for a new location.
Quickly and quietly open a second location before Supreme has time to act.
Quickly and aggressively open two more locations before Supreme has time to act.
Coordinate with the Supreme owner to decide jointly about expansion for both firms.
Supreme profits = $10 Elite Supreme profits = $0 Elite
profits = $6
profits $0
Transcribed Image Text:< Question 17 of 19 > O Macmillan Learning The table lists the profits of two different spa chains, Elite and Supreme. The profits depend on the number of locations each chain has in a certain city. Each chain has one location, and both owners are considering expansion. If you were the owner of Elite Day Spas, and you are the first mover in a sequential game, what would you do if you want to gain a first- mover advantage? Profits of Elite Day Spa and Supreme Day Spa Supreme has one location Supreme has two locations Elite has one location. Elite has two locations Supreme profits = $30 Elite Supreme profits = $15 Elite profits $30 profits = $50 Supreme profits = $50 Elite Supreme profits = $20 Elite Supreme profits = $6 Elite profits $15 profits = $20 profits = $10 Elite has three locations Supreme profits = $7 Elite profits = $35 Supreme has three locations Supreme profits = $35 Elite profits = $7 Announce expansion plans while you begin to search for a new location. Quickly and quietly open a second location before Supreme has time to act. Quickly and aggressively open two more locations before Supreme has time to act. Coordinate with the Supreme owner to decide jointly about expansion for both firms. Supreme profits = $10 Elite Supreme profits = $0 Elite profits = $6 profits $0
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