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Given the Payoff Matrix in Table 25

question 143

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 Company XYZ’s Possible Responses  Company ABC’s Action  Charge High Prices  Charge Low Prices  Charge high prices  Profit gain loss =$0 Profit loss =$5,000 Charge low prices  Profit gain =$50,000 Profit loss =$500 Table 25.1\begin{array}{l}\begin{array} { | l | l | l | } \hline & { \text { Company XYZ's Possible Responses } } \\\hline \text { Company ABC's Action } & \text { Charge High Prices } & \text { Charge Low Prices } \\\hline \text { Charge high prices } & \text { Profit gain loss } = \$ 0 & \text { Profit loss } = \$ 5,000 \\\hline \text { Charge low prices } & \text { Profit gain } = \$ 50,000 & \text { Profit loss } = \$ 500 \\\hline\end{array}\\\text { Table } 25.1\end{array} Given the payoff matrix in Table 25.1, if the probability of rivals reducing their price even though you don't is 10 percent, what is the expected payoff for Company ABC not cutting prices?


Definitions:

Periodic Inventory System

An inventory valuation method where inventory and cost of goods sold are determined at set periods, not after each transaction.

Price Adjustments

Changes made to the selling price of goods or services in response to market conditions, cost changes, or errors in the original pricing.

Single-step Income Statement

A simplified form of income statement that calculates net income by subtracting total expenses directly from total revenues without categorization.

Net Income

The amount of profit remaining after all operating expenses, taxes, and interest have been subtracted from total revenue.

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