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Given the total cost function TC = 400 + 45Q - 8Q2 + 0.7Q3
(1) Compute average variable cost, average cost, and marginal cost for quantities from 1 to 20. Plot them on a graph.
(2) Indicate the output level at which diminishing returns occur. Also indicate the point of maximum cost efficiency (i.e., the point of minimum average cost)
A monopolistic competitive firm has demand and cost curves given by:
QD = 1000 - 2PTC = 5,000 + 50Q
a. At what price should this firm sell its product?b. What do you think would happen as the firm moves toward the long run? Explain.
Describe the transition from short-run to long-run equilibrium in a monopolistically competitive industry.
Doing the work on paper and then writing the answers in Excel does not count as work and will earn zero points for this part of the assignment.
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If the returns of the risky portfolio are normally distributed, what is the probability of returns being less than 29%.
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If columns (1) and (3) of the demand data shown above are this firm's demand schedule, Illustrate what and how much will be the profit-maximizing level of output for the firm.
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