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The following equation represents the weekly demand that a local theater faces.
Qd = 2000 - 25 P + 2 A,
where P represents price and A is the number of weekly advertisements.
Presently the theater advertises 125 times per week. Assuming this is the only theater in town, and its marginal cost, MC, is equal to zero,
a. Determine the profit maximizing ticket price for the theater.
b. What is the price elasticity of its demand at this price?
c. What is the elasticity of its demand with respect to advertising?
d. Now suppose the theater increases the number of its ads to 250. Should the theater increase its price following this ad campaign? Explain.
Suppose that the supply curve in question 1 above product is given by P=12+(2/3)Q where P is in thousands of dollars per auto and quantity is in millions of cars per year. What other things are held constant when one moves along a supply curve?
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The salvage value of either alternative is negligible at any time. If MARR is 10% per year, what present expenditure for the auxiliary equipment can plan you justify spending? Assume that you need the heating system in?nitely.
A cost-effective policy is always socially efficient. Enforcement costs are critical to the success of environmental programs and should be included in the overall social costs of the program when evaluating different policy options.
Elucidate why a currency appreciation does not improve a nation's balance of trade.
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