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Using general equilibrium analysis, and taking into account feedback effects, analyze the following:

a. The likely effects of outbreaks of disease on chicken farms on the markets for chicken and pork.

b. The effects of increased taxes on airline tickets on travel to major tourist destinations such as Florida and California and on the hotel rooms in those destinations.

Short Answer

Expert verified
  1. The outbreak will reduce the demand for chicken and will increase the demand for pork. However, the feedback effect will reduce the fall in demand for chicken and its prices.

  2. A tax on airline tickets will increase the price of airline tickets and reduce the demand for travel and hotel rooms. However, the feedback effect will reduce the fall in demand for travel and hotel rooms.

Step by step solution

01

Step 1. Feedback effects on chicken and pork

People worrying about the outbreak of disease on a chicken farm will reduce chicken consumption, and consequently, the demand for chicken will go down. This will increase the demand for pork since people will shift their consumption from chicken to pork. Given the demand and supply conditions, chicken prices will decrease, and the price of pork will increase.

Still, certain consumers may buy the chicken due to reduced prices of chicken and increased prices of pork. Following the feedback effect, increased consumption by certain people will offset the overall reduction in the demand for chicken and the price of chicken.

02

Step 2. Feedback effect of airline tickets and hotel rooms

A tax increases the prices of the commodity; given this, a tax on airline tickets will increase the prices of travel for people, and the demand for tickets will go down. Following high ticket prices, the demand for hotel rooms will reduce since there will be less flow of travelers.

Following the feedback effect, the reduced prices of hotel rooms will encourage some people to travel, which will offset the reduction in demand for travel.

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Most popular questions from this chapter

The Acme Corporation producesxandyunits of goods Alpha and Beta, respectively.

a. Use a production possibility frontier to explain how the willingness to produce more or less Alpha depends on the marginal rate of transformation of Alpha or Beta.

b. Consider two cases of production extremes:

(i) Acme produces zero units of Alpha initially, or

(ii) Acme produces zero units of Beta initially.

If Acme always tries to stay on its production possibility frontier, describe the initial positions of cases(i) and (ii). What happens as the Acme Corporation begins to produce both goods?

Jane has 3 liters of soft drinks and 9 sandwiches. Bob, on the other hand, has 8 liters of soft drinks and 4 sandwiches. With these endowments, Janeโ€™s marginal rate of substitution (MRS) of soft drinks for sandwiches is 4 and Bobโ€™s MRS is equal to 2. Draw an Edgeworth box diagram to show whether this allocation of resources is efficient. If it is, explain why. If it is not, what exchanges will make both parties better off?

Fill in the missing information in the following tables.

For each table, use the information provided to identify a possible trade. Then identify the final allocation and a possible value for the MRS at the efficient solution. (Note:There is more than one correct answer.) Illustrate your results using Edgeworth box diagrams.

a. Normanโ€™s MRS of food for clothing is 1 and Ginaโ€™s MRS of food for clothing is 4:

Individual

Initial Allocation

Trade

Final Allocation

Norman

6F, 2C



Gina

1F, 8C



b. Michaelโ€™s MRS of food for clothing is 1/2 and Kellyโ€™s MRS of food for clothing is 3.

Individual

Initial Allocation

Trade

Final Allocation

Michael

10F, 3C



Kelly

5F, 15C



Suppose that Country A and Country B both produce wine and cheese. Country A has 800 units of available labor, while Country B has 600 units. Prior to trade, Country A consumes 40 pounds of cheese and 8 bottles of wine, and Country B consumes 30 pounds of cheese and 10 bottles of wine.


Country A

Country B

Labor per pound cheese

10

10

Labor per bottle wine

50

30

a. Which country has a comparative advantage in the production of each good? Explain.

b. Determine the production possibilities curve for each country, both graphically and algebraically. (Label the pre trade production pointPTand the post-trade pointP.)

c. Given that 36 pounds of cheese and 9 bottles of wine are traded, label the post-trade consumption pointC.

d. Prove that both countries have gained from trade.

e. What is the slope of the price line at which trade occurs?

In the context of our analysis of the Edgeworth production box, suppose that a new invention changes a constant-returns-to-scale food production process into one that exhibits sharply increasing returns. How does this change affect the production contract curve?

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