18.11
Burger Queen (BQ) and King's Burger (KB) are deciding whether to launch a new spicy burger during the summer, fall, or not at all. Both chains benefit the most by launching in different seasons, as launching in the same season would split the market.
The payoff matrix shows the outcomes.
First, consider the payoffs of BQ.
If KB chooses summer, BQ's best response is fall.
If KB opts for fall, BQ's best response is summer.
If KB picks none, BQ's still has the best response as summer.
Now, consider the payoffs of KB.
If BQ chooses summer, KB's best response is fall.
If BQ opts for fall, KB's best response is summer.
If BQ picks none, KB's best response is summer.
Now, identify the cell with two tick marks to find the equilibrium. This cell represents the choice that is most likely to produce the highest payout for each player, given the other player's best responses.
Here, the game has two Nash equilibria.
BQ launching in summer while KB opts for fall, or BQ launching in fall while KB opts for summer. However, with the given information, it cannot be determined which company chooses which season.
Multiple equilibria occur when strategic interactions between players result in several potential stable outcomes, each being a Nash equilibrium. This…
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