The table below is an application of a one-shot game. Identify and explain the dominant strategy of each firm and the Nash equilibrium.
Firm B |
|||
Firm A |
Price Strategy $ |
300 |
500 |
300 |
10,000; 10,000 |
50,000; -15,000 |
|
500 |
-15,000; 50,000 |
30,000; 30,000 |
When Firm A chooses $300 price strategy, Firm B's best response
is $300 price strategy (10,000)
When Firm A chooses $500 price strategy, Firm B's best response is
$300 price strategy (50,000)
So, Firm B's dominant strategy is $300 price
strategy as it is Firm B's best response irrespective of
Firm A's strategy choice.
When Firm B chooses $300 price strategy, Firm A's best response
is $300 price strategy (10,000)
When Firm B chooses $500 price strategy, Firm A's best response is
$300 price strategy (50,000)
So, Firm A's dominant strategy is $300 price
strategy as it is Firm A's best response irrespective of
Firm B's strategy choice.
The nash equilibrium of the game is (10,000, 10,000) or ($300, $300) as best response of both firms occur simulatenously at this outcome.
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