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Standard Deviation and Minimum Order

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Sport Obermeyer

Sport Obermeyer started to make firm commitments for producing its 1993-1994 line of fashion skiwear with scant information about how the market would react to the line. Inaccurate forecasts of retailer demand had become a growing problem at Obermeyer: in recent years greater product variety and more intense competition had made accurate predictions increasingly difficult. Also, another issue Sport Obermeyer faced was how to allocate production between factories in Hong Kong and China. They need consider all aspects in a short-term period and also a long-term period.

Questions:

1. Using the sample data given in Table 2-20, make a recommendation for how many units of each style Wally should make during the …show more content…

Figure 2 shows we calculate the minimum order by using formula Q*=average-2*SD. Because we assume that all of the 10 styles in the sample are made in Hong Kong and there is a minimum production quantity 600 units so we changed all less than 600 units to 600. Then we can get the total

Figure 2,

|Style |Price |Average forecast|Standard deviation |2*standard |Q*=average-2*SD | |
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