Here, we shall check the strategy for each of the players which would maximize the payoff of them.
a. Note that when Wilma choose Opera, the best for the Fred is to choose Opera and get 2 instead of 0, had Fred chosen Bowling. So, we shall put a check or star on 2. Similarly, when Wilma chooses Bowling, the best for Fred is to choose Bowling so a check on 5. On the other hand, when Fred chooses Opera, the best for Wilma is also Opera and in case Fred chooses Bowling, the best for Wilma is again Bowling. Since we have two sets of strategies where there are two checks or stars, and hence there are two Nash equilibrium here; (Opera, Opera) and (Bowling, Bowling)
Opera | Bowling | |
Opera | 5*,2* | 0,0 |
Bowling | 0,0 | 2*,5* |
b. Same as in part a, the checks in this part will be as follows:
Straight | Swerve | |
Straight | 0,0 | 3*,1* |
Swerve | 1*,3* | 2,2 |
Here also we have two Nash equilibrium or Nash equilibria as (Swerve, Straight) and (Straight, Swerve)
Im not sure if I did this correctly Q4. Use the check method to find the...
Im not sure if i did this right or not... can anyone please
check?
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