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Cost optimization problem where a manufacturing firm has entered into the contract to supply 50 refrigerators at the end of the first month, 50 at the end of the second month and 50 at the end of third. The cost of producing x refrigerators in any month is given by $ (x2 + 1000). The firm can produce more number of refrigerators and can carry them to subsequent month. It cost $20 per unit for any refrigerator to be carried from one month to the next one
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