the boss is concerned about this model because demand really varies. the standard deviation of demand was determined from a data sample to be 5.5 cans per day. the manager wants a 98 percent service probability. determine a new inventory plan based on this information and the data in a. use qopt from part a.



Answer :

The new inventory plan based on this information and the data is 14.9 cans per day in order to provide a 98 percent service probability.

Qopt = (2 x Standard Deviation x Square root of 2) / Service Probability

Qopt = (2 x 5.5 x √2) / 0.98

Qopt = 14.9 cans per day

This inventory plan is calculated by multiplying the standard deviation of demand by the square root of two, and then dividing the result by the desired service probability. This calculation can be used to create an inventory plan that is based on the data from the sample and the desired service probability. This plan will help ensure that the inventory can meet customer demands, while still keeping costs low.

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