Does either player have a dominant strategy

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Reference no: EM133336765

Question: GAME THEORY

Background: Travel-Rx plans to spend $6 million to transform 6 recreational vehicles (rv's) into health labs. The rv's will tour the Texas offering a $99 heart-health workup to anybody who wants one. The workup consists of a detailed questionnaire and some basic diagnostics (blood pressure, ultrasound, cholesterol test, etc). Using the information from the questionnaire and the diagnostics, a statistical analysis will determine the customer's risk of a heart "malfunction" in the next year, the next three years, and the next five years. Similar question-based analyses are free online; expensive diagnostic-based analyses are available from doctors; Travel-Rx merges the two. None of the statistical analyses can outperform a coin-flip.

Travel-Rx claims that one factor in the decision to go with 6 labs is that 6 labs will deter entry by others. They provided the following data to support their claim (the numbers are expected profits):

 


                  The Competition

 

 

Travel-Rx

 

Do Not Enter

Enter & Compete

5 or fewer labs

30, 0

5, 10

6 or more labs

20, 0

2,2

Does either player have a dominant strategy?
Is the outcome a Nash Equilibrium?

 

Reference no: EM133336765

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