Chapter 2: Problem 11
Why does increasing the variability of the demand process tend to require a higher level of safety stock (i.e., a higher reorder point)?
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Chapter 2: Problem 11
Why does increasing the variability of the demand process tend to require a higher level of safety stock (i.e., a higher reorder point)?
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Harris, in the original 1913 paper on the \(\mathrm{EOQ}\) model, suggested that "most managers, indeed, have a rather hazy idea as to just what this [setup] cost amounts to." a. Do you think that setup cost, as defined in the EOQ model, is more easily specified today than in 1913 ? Why or why not? b. Give some examples of costs that might make up this setup cost. c. What might setup cost in the model actually be serving as a surrogate for in the real system?
A basic modeling assumption underlying the EOQ model is constant and level demand over the infinite time horizon. Of course, this is never satis fied exactly in practice. What options does one have for lot sizing in the face of nonconstant demand?
In a multiproduct reorder point problem subject to an aggregate service constraint, what will be the effect of increasing the cost of one of the parts on the fill rate of that part? On the fill rates of the other parts?
Consider the following situations. Label them as either A for appropriate or \(L\) for less appropriate for application of the \(\mathrm{EOQ}\) model. a. Automobile manufacturer ordering screws from a vendor b. Automobile manufacturer deciding on how many cars to paint per batch of a particular color A job shop ordering bar stock d. Office ordering copier paper A steel company deciding how many slabs to move at once between the casting furnace and the rolling mill
Give at least three criticisms of the validity of the Wapner-Whitin model.
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