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Table 11-7 Table 11-7 Shows the Payoff Matrix for Wal-Mart and Target

question 193

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Table 11-7
 Wal-Mart’s (W)  Choices  Target’s (T)  Choices  High Price  Low price  High Price  W: $10,000 profit  T: $10,000 profit  W: $5,000 profit  T: $14,000 profit  Low price  W: $14,000 profit  T: $5,000 profit  W: $7,000 profit  T: $7,000 profit \begin{array}{c}\text { Wal-Mart's (W) Choices }\\\text { Target's (T) Choices }\begin{array}{|c|c|c|} \hline&{\text { High Price }} & {\text { Low price }} \\\hline {\text { High Price }} & \begin{array}{l}\text { W: } \$ 10,000 \text { profit } \\\text { T: } \$ 10,000 \text { profit }\end{array} & \begin{array}{l}\text { W: } \$ 5,000 \text { profit } \\\text { T: } \$ 14,000 \text { profit }\end{array} \\\hline {\text { Low price }} & \begin{array}{l}\text { W: } \$ 14,000 \text { profit } \\\text { T: } \$ 5,000 \text { profit }\end{array} & \begin{array}{l}\text { W: } \$ 7,000 \text { profit } \\\text { T: } \$ 7,000 \text { profit }\\\end{array}\end{array}\end{array}
Table 11-7 shows the payoff matrix for Wal-Mart and Target from every combination of pricing strategies for the popular PlayStation 3.At the start of the game each firm charges a low price and each earns a profit of $7,000.
-Refer to Table 11-7.Suppose Wal-Mart and Target both advertise that they will match the lowest price offered by any competitor.What is the purpose of such a strategy?


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