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How do your answers to part a of the previous problem change if, instead of incurring a $40 penalty cost for each shortage, the store has a service level requirement of meeting 95% of all customer demands on time? In each case (L known with certainty and L random) what penalty cost p is this service level requirement equivalent to?
In the previous problem, assume that it costs $300 to place an order. The holding cost per DVD player held in inventory per year is $15. The cost each time a customer orders
Suppose the annual demand for Soni DVD players at an appliance store is normally distributed with mean 150 and standard deviation 45. When the store orders these DVD players
A hospital must order the drug Porapill from the manufacturer of the drug. It costs $500 to place an order. Annual demand for the drug is normally distributed with mean 10,0
Chicago Mercy Hospital needs to order drugs that are used to treat heart attack victims. Annually, 500 units of drug 1 and 800 units of drug 2 are used. The unit purchasing
The particular logarithmic function proposed in Example 12.4 is just one possibility for the cost of a setup cost reduction. Referring to the previous problem, suppose inste
Reconsider Example 12.1. Each time Machey's orders cameras, it incurs a $125 ordering cost. Assume that Machey's could make an investment to decrease this ordering cost.
Assuming that total dividends declared in 2011 were $64,000, and that the preferred stock is not cumulative but is fully participating, common stockholders should receive 2011
A car dealer must pay $20,000 for each car purchased. The annual holding cost is estimated to be 25% of the dollar value of inventory. The dealer sells an average of 500 car
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