B | ||||
small | large | |||
small | X,Y | 132,166 | ||
A | ||||
large | 162,135 | 141,139 |
6. Consider Figure 2. Let X = 150 and Y = 140. In this game, what is the Nash equilibrium?
(a.) Both choose small
(b.) Both choose large
(c.) A chooses small and B chooses large
(d.) A chooses large and B chooses small
With the given values of X and Y, there is a dominant strategy for both the players in selecting large. The payoff received from selecting large by both the players is greater than the payoff from selecting small. For player A this gives a choice between 150 and 162 when player B select small and 132 and 141 when she select large. Clearly, large becomes the dominant strategy for player A as well as for player B
Nash equilibrium is therefore selecting large by both players. Option B is correct.
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