PRINCIPLES OF MACROECONOMICS(LOOSELEAF)
7th Edition
ISBN: 9781260110920
Author: Frank
Publisher: MCG
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Chapter 1, Problem 8P
To determine
Explain why the cola lasts much longer at an individual ‘J’ houses than at individual ‘S’ house.
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Use the scenario below to answer the question.
Chocolate raisin protein bars are Duc’s favorite dessert. A local bakery sells them for $1.00 each. Duc buys one and eats it at the bakery. Duc decides that he wants another one, but is not willing to pay full price. He knows the owner of the bakery and wants to negotiate. He offers to buy two more protein bars at $0.75 each. He plans to eat one at the store and anther one later. The bakery owner agrees to the deals.
What is the total utility of Duc’s decision?
00
75
50
00
Two friends are deciding where to go for dinner. There are three choices, which we label A, B, and C.
Max prefers A to B to C. Sally prefers B to A to C.
To decide which restaurant to go to, the friends adopt the following procedure:
First, Max eliminates one of three choices.
Then, Sally decides among the two remaining choices.
Thus, Max has three strategies (eliminate A, eliminate B, and eliminate C). For each of those strategies, Sally has two choices (choose among the two remaining).
a.Write down the extensive form (game tree) to represent this game.
b.If Max acts non-strategically, and makes a decision in the first period to eliminate his least desirable choice, what will the final decision be?
c.What is the subgame-perfect equilibrium of the above game?
d. Does your answer in b. differ from your answer in c.? Explain why or why not.
Only typed Answer
Julia and Ralph need to decide which one of them will take time off from work to complete the rather urgent task of pruning their trees. Julia is pretty good with a pole saw; she can prune the trees in 1 hour. Ralph is somewhat slow; it takes him 6 hours to prune the trees. Julia earns $120 per hour as a business consultant, while Ralph earns $15 per hour as a lifeguard.Keeping in mind that either Julia or Ralph must take time off from work to prune the trees, who has the lowest opportunity cost of completing the task?
Chapter 1 Solutions
PRINCIPLES OF MACROECONOMICS(LOOSELEAF)
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