ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN: 9780190931919
Author: NEWNAN
Publisher: Oxford University Press
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- Question 4: a. The Best Computer Company just developed a new computer processor, on which it immediately acquires a patent. (i) Assuming that the production of the processor involves rising marginal cost, draw a diagram to illustrate Best Computer's profit-maximizing price and quantity. Also show Best Computer's profits. (ii) Now suppose that the government imposes a tax on each unit of the computer processor produced. On a new diagram, illustrate Best Computer's new price and quantity. How does each compare to your answer in part (i)? (iii) Draw a diagram that shows the consumer surplus, producer surplus and total surplus in the market for this new processor. iv) What happens to these three measures of surplus if the firm can perfectly price discriminate? What is the change in deadweight loss? What transfers occur?arrow_forward3. Assume inverse demand function for game console in an imaginary country is P=1200-4Q and the total cost function is TC=400+4Q². Government put $120 of specific tax on production. a. If the market is competitive what is the incidence of tax on consumer? b. If the market is monopolist what is the incidence of tax on consumer?arrow_forwardTitle Suppose that the fixed costs of 0.72 consist of an attributable fixed cost for good 1 of 0.12, an attributable cost of 0.12 for good 2, and a common fixed cost of 0.48. Are the Ramsey prices subsidy free? Description Suppose that there are two products. The demand function for good i is Qi = 1 − bi Pi where b1 = 1 and b2 = 0.5. There are no variable costs of production, but there is a common fixed cost equal to 0.72. (a) Show that the inverse demand curves are Pi = (1 − Qi )/bi . Using the inverse demand curves, show that consumer surplus in market i is CSi = Q2 i /(2bi ). (b) Let W = CS1(Q1) + CS2(Q2). Then iso-welfare contours are combinations of Q1 and Q2 that give the same level of W. Graph three iso-welfare contours in Q1, Q2 space. (c) Write the firm’s zero-profit constraint in terms of Q1 and Q2. Sketch the firm’s zero-profit constraint in Q1, Q2 space. (d) Using (b) and (c), graphically derive the quantities that maximize W subject to the firm breaking even.…arrow_forward
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