Chapter 16: Q7. (page 642)
Give an example of conditions when the production possibilities frontier might not be concave.
Short Answer
The conditions under which PPF might not concave are increasing returns to scale and constant returns to scale.
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Chapter 16: Q7. (page 642)
Give an example of conditions when the production possibilities frontier might not be concave.
The conditions under which PPF might not concave are increasing returns to scale and constant returns to scale.
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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, Jane’s marginal rate of substitution (MRS) of soft drinks for sandwiches is 4 and Bob’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?
In the analysis of an exchange between two people, suppose both people have identical preferences. Will the contract curve be a straight line? Explain. Can you think of a counter example?
Jennifer and Drew consume orange juice and coffee.Jennifer’s MRS of orange juice for coffee is 1 andDrew’s MRS of orange juice for coffee is 3. If the priceof orange juice is \(2 and the price of coffee is \)3, whichmarket is in excess demand? What do you expect tohappen to the prices of the two goods?
Suppose gold (G) and silver (S) are substitutes for each other because both serve as hedges against inflation. Suppose also that the supplies of both are fixed in the short run (QG= 75 andQS= 300) and that the demandsfor gold and silver are given by the following
equations:
PG= 975 -QG+ 0.5PSandPS= 600 -QS+ 0.5PG.
a. What are the equilibrium prices of gold and silver?
b. What if a new discovery of gold doubles the quantity supplied to 150? How will this discovery affect the prices of both gold and silver?
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. Norman’s MRS of food for clothing is 1 and Gina’s MRS of food for clothing is 4:
Individual | Initial Allocation | Trade | Final Allocation |
Norman | 6F, 2C | ||
Gina | 1F, 8C |
b. Michael’s MRS of food for clothing is 1/2 and Kelly’s MRS of food for clothing is 3.
Individual | Initial Allocation | Trade | Final Allocation |
Michael | 10F, 3C | ||
Kelly | 5F, 15C |
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