Principles of Economics (12th Edition)
Principles of Economics (12th Edition)
12th Edition
ISBN: 9780134078779
Author: Karl E. Case, Ray C. Fair, Sharon E. Oster
Publisher: PEARSON
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Chapter 12, Problem 2.8P

(a)

To determine

Identify Pareto efficient change.

(b)

To determine

Identify Pareto efficient change.

(c)

To determine

Identify Pareto efficient change.

(d)

To determine

Identify Pareto efficient change.

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12. Which of the following are actual Pareto-efficient changes? Explain briefly. a. You buy three oranges for $1 from a street vendor. b. You are near death from thirst in the desert and must pay a passing vagabond $10,000 for a glass of water. c. A mugger steals your wallet. d. You take a taxi ride in downtown Manhattan during rush hour.
If you buy something, you are never ripped off, at least according to the way economists think. If you are willing to spend the money for something, then it has at least that much utility to you. Think about the following three situations:  In this very moment  A baseball game in a ballpark that does not allow outside food and drink   The end a three-mile hike in the desert when you forgot water  In each situation, how much would you be willing to pay for the first bottle of water? Would you buy a second bottle of water? If so, how much would you pay? Discuss how utility changes in different circumstances and with each additional unit you buy.
Katie loves swimming. Every afternoon, she visits the local swimming pool for a swim. The entry cost to the pool costs Katie $10 but she can swim for as long as she wants. Once she has entered the pool and paid the fee, Katie wonders how many hours should she spend swimming if she were to think like an economist. She expects to gain an incremental benefit of $21 from the first hour of swimming, then gains subsequent incremental benefits of $17 from the second, $11 from the third and $4 from the fourth. For every hour spent swimming, it will cost Katie $6 as she could have spent the time doing her homework. In determining how many hours Katie should be swimming, the $10 entry fee to the pool is a/an Type A for Average cost, M for Marginal cost, S for Sunk cost or O for Opportunity cost. Using marginal analysis, what is the optimal amount of hours Katie should spend swimming? The maximum surplus for Katie, from spending the number of hours you found in part b, is $ Answer to the nearest…
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