Assume the graph attached represents the market demand for a patented prescription drug together with the marginal cost and average cost functions for producing the drug. (note: to simplify the problem, I have assumed that MC is constant @ $20 for all Q over 4 million, and that AFC is reduced essentially to 0 when Q reaches 5 million, thus the diagram assumes ATC = AVC= MC = $20 for all Q over 5 million)
A)Draw the marginal revenue function for this firm.
B)What is the profit-maximizing price for this firm?
C)On the graph show the area, which represents the net loss to society resulting from the monopoly power conferred by the patent.
D)What do you predict will happen to the structure of competition and to the price in this market when the patent expires? (Hint: use the concept of "Minimum efficient scale" of production.)
This post uses the concept of "Minimum efficient scale" of production.
Determining the minimum efficient scale
Your cousin Vinnie owns a painting company with fixed costs of $200 and the following schedule for variable costs:
Quantity of Houses Painted per month 1 2 3 4 5 6 7
Variable costs $10 $20 $40 $80 $160 $320 $640
Calculate average fixed cost, average variable cost, and average total cost for each quantity? What is the efficient scale for the painting company?View Full Posting Details