8.A grocer is faced with a problem of how many cases of milk to stock to meet
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8.A grocer is faced with a problem of how many cases of milk to stock to meet tomorrow’s demand. Assume that any milk that remains unsold at the end of the day will represent a complete loss to the grocer. The purchase price is $8 per case and the selling price is $10 per case. Total demand Probability per day of each event 25 cases0.10 26 cases0.30 27 cases0.50 28 cases0.10 Present a table of: a. Conditional Values (Profits) b. Expected Monetary Value (indicate the optimum act) c. Conditional Losses or Expected Losses d. Expected Opportunity Losses e. Expected Value With Perfect Information
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