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Consider the following aggregate planning problem for one quarter:Regular Time Overtime SubcontractingProduction capacity/month 1,000 200 150Production cost/unit $5 $7 $8Assume that there is no initial inventory and a forecasted demand of 1,250 units in each of the 3 months. Carrying cost is $1 per unit per month. Solve this aggregate planning problem using the linear programming transportation method.
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A retailer purchases a can of soup for $.24 and sells it for $.36. Calculate the mark-up as a percentage of cost and as a percentage of selling price. Assume that Stuart Cella
A team working on a project consists of n individuals. Each individual must choose effort e ∈ {0, 1}, where choosing 0 is costless and 1 costs c > 0. The project succeeds only
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