MACROECON-EBK+MYECONLAB CDE+STUDENT PKT
MACROECON-EBK+MYECONLAB CDE+STUDENT PKT
7th Edition
ISBN: 9780135623091
Author: HUBBARD/LAPOIN
Publisher: PEARSON C
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Chapter 3, Problem 3.3.5PA
To determine

Diamond and water paradox.

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Briefly evaluate each of the following statements about utility. A. Each individual pursuing their own utility maximization always leads to total utility in society to be maximized B. When societal efficiency is maximized so is utility C. Dean quits being a highly paid lawyer($300,000) and instead becomes a worker for a nonprofit providing bed-nets in regions affected by malaria making $30,000. What effect is this expected to have on: economic efficiency, Dean’s utility, and worldwide utility. (no need to explain simply state up, down, same, or uncertain)
Question 3 On the Forbes 2021 list of the World’s Billionaires, Jeff Bezos ranks at the top with a net worth of US$177 billion. Does he face scarcity, or does scarcity only affect those with more limited incomes and lower net worth? Question 4 Explain whether each of the following statements describes a change in demand or a change in quantity demanded. Illustrate the appropriate change and specify whether each change represents an increase or a decrease. Payless Shoe Source sees a 35 per cent increase in sales of its athletic shoes during a 1 week, half-price sale. Aisha receives a demotion which results in a cut in her salary and she is no longer able purchase her usual fruit for the week.
can you answer these questions too:  Suppose that more consumers prefer the disposable cell phone over the smart phone because the disposable cell phone is more durable than the smart phone. This latest news comes after the fact that firms that manufacture disposable cell phones have the latest technology integrated into their production facilities.  What will be the market effect? Going back to question (d), suppose that the price of a disposable cell phone is now set at $11.75. How many disposable cell phones will be demanded by consumers?  Whichever curve you’ve determined should be shifted, derive the new function.
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