Solve the following storage problem under perfect
Solve the following storage problem under perfect competition. Provide the prices and quantities in each period with optimal storage and compare the net present value to a no storage scenario (use a discount rate of r = 0.05).
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Suppose a firm’s input of capital is fixed at K = 5 . The cost of capital is r = 2. Derive the formulas for and plot the AFC, MC, AVC, and SAC curves if the short run total cost function is:
Fred owns four fishing boats on Seneca Lake. He knows from experience the following information about the catch per boat depending on the total numbers of boats he sends to either the north or south end of the lake. Based on the table below, what is
Why might a perfectly competitive firm continue to produce in the short run, even though the market price is less than its average total cost?
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In spite of the fact that firms do not make payments on resources they own, these resources still have an opportunity cost. How is this possible, and
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