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In this module, it is demonstrated that sometimes extensive diseconomies of scale, say, due to high transportation costs, would require that the firm produce its product in a multiple of plants. Suppose a beer brewing company has determined that its total production cost is TC= 1000Q-1.2Q^2 +0.004Q^3 where Q is its annual output measured in metric tons.
A. The average hauling (freight) cost is $0.8Q; that is AFC=0.8Q. Write the firm's average aggregated cost equation.
B. Now suppose the firm is facing the following market demand: Q=760,000-10PDetermine the optimal number of plants that the firm should have to take full advantage of the market demand.
C. Calculate the firm's profit.
For 5 extra bonus points:
D. Compare the firm's profit with multiple plants with its profit with a single plant.
Hint: The firms MC equation based on its aggregated total cost (including the freight cost) is MC=1000-0.8Q+0.012Q^2
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