Engineering Economy
Engineering Economy
16th Edition
ISBN: 9780133582819
Author: Sullivan
Publisher: DGTL BNCOM
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Chapter 3, Problem 37FE
To determine

Calculate miles driven per year.

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Sandra and Mary live next to each other. Sandra has a dog that she walks every day. Sandra has to walk past Mary's front lawn and her dog always pees on Mary's flowers, which causes them to eventually die. Mary will move in a few months but, until then, she estimates she will spend $100 on flowers to replace the ones that die as a result of the daily visits from Sandra's dog. The only solution to this problem is a $50 fence that can be put around Mary's flowers that will protect them from Sandra's dog. a. What term do economists use for the consequences of Sandra's daily walks in this setting? b. Is it socially optimal to have the fence put around the flowers in this case? Why or why not? c. What does the Coase theorem say about how the social optimum could be achieved? Explain what an agreement between Sandra and Mary would look like if Mary has the right to not be bothered by her neighbour's dog.
You get a discount on items when you order 500. The price of the item is $10 if you order less than 100 and $9 if you order 100 or more. The holding cost of the item is $2 per year. The setup cost is $20. The demand for the item is 2000 per year. Compute the optimal EOQ.
Last year, 18,00018,000 people died from a newly discovered disease. Pollution is one of the contributing factors. However, even if the level of pollution is reduced, it is estimated that about 5,5005,500 people will die annually from the disease. The estimated cost of a pollution-reduction project is $33.75$⁢33.75 billion; before investing, the government wants to verify the project's value.Calculate the average cost of a life saved. Enter your answer in U.S. dollars in the box below and round to the nearest whole number if necessary.
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