Two competing coffee shops, 'The Daily Grind' and 'Espresso Yourself', are located across the street from each other. Each must independently decide whether to lower their prices. The table below shows the daily profit each shop can expect based on their combined decisions. The first number in each cell is the profit for The Daily Grind, and the second is for Espresso Yourself.
| Espresso Yourself: Keep Price High | Espresso Yourself: Lower Price | |
|---|---|---|
| The Daily Grind: Keep Price High | $500, $500 | $200, $600 |
| The Daily Grind: Lower Price | $600, $200 | $300, $300 |
Assuming both shops act in their own immediate self-interest to maximize their own profit, what is the most likely outcome of this situation?
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Two competing coffee shops, 'The Daily Grind' and 'Espresso Yourself', are located across the street from each other. Each must independently decide whether to lower their prices. The table below shows the daily profit each shop can expect based on their combined decisions. The first number in each cell is the profit for The Daily Grind, and the second is for Espresso Yourself.
Espresso Yourself: Keep Price High Espresso Yourself: Lower Price The Daily Grind: Keep Price High $500, $500 $200, $600 The Daily Grind: Lower Price $600, $200 $300, $300 Assuming both shops act in their own immediate self-interest to maximize their own profit, what is the most likely outcome of this situation?
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