friendship of utility Aristotle’s second type of friendship is the friendship of utility. In a friendship of utility‚ “people love one another because they are useful and only in so far as they are useful” (116). A damaged friendship of utility can be repaired with monetary compensation for the damage that was done – since all utility eventually amounts to money anyway. A friendship of utility will naturally end when one or both members stop being useful to the other. Aristotle says that utility constitutes
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Describe a character that interests you in The Fat Man and explain why that character interested you. Colin a 12 year old boy interested me from the book The Fat Man by Maurice Gee. Colin is a hungry boy caught up by the effects of the Depression. He learns from the fat man that his dad was a bully in school and the fat man wants revenge for what they did to him. Colin is interesting because of the time he lives in and because he has to learn truths about his parents and being brave and helping
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Discuss whether marginal utility theory is a realistic piece of economic analysis in explaining consumer demand. [13marks] Marginal utility is the extra satisfaction gained from the consumption of an additional unit of a good or service. It can be specified as the change in total utility divided by the change in quantity. The concepts of market demand and law of demand often utilized marginal utility as the backbone‚ the theoretical basis. An example would be the demand curve‚ which is usually
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Formulation of a Sales Program Case 1.1 The Valley Winery Pat Waller‚ recently hired as sales manager of the San Francisco region’s chain division‚ was lamenting the problems he inherited. Despite favorable sales results for the San Francisco region‚ turnover was so severe Waller could not understand how sales increased during the past several years. He was surprised to learn the average sales rep had been with the San Francisco division of Valley Winery for only seven months and sales force
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is the place called Silicon Valley in California. Silicon Valley could be described as the Technology City. It means there are many people who works for thousands of companies such as Apple and Intel. The city‚ Silicon Valley would be the best place to people who are looking for a job‚ establishing new business‚ having great avocation. Shortly‚ Silicon Valley is located in San Francisco‚ California. Silicon Valley was not that city which has high technology companies. The first reason to being high
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Investment Decisions Under Uncertainty 7.1 Investor preferences and expected utility -If there is no uncertainty then we just need to determine how much we want to consume now and how much later i.e. assets are risk free with return certain across all states of the world -A risky asset is one whose cash flows are not certain across all possible states of the world. In finance it is commonly assumed that investors are risk averse‚ rational and have unlimited demand for wealth (nonsatiated) -This
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Case Problems Pine Valley Furniture recently implemented a new internship program and has begun recruiting interns from nearby university campuses. As part of this program‚ interns have the opportunity to work alongside a systems analyst. This shadowing opportunity provides invaluable insights into the systems analysis and design process. Recently you were selected for a six-month internship at Pine Valley Furniture‚ and Jim Woo has been assigned as your supervisor. At an initial meeting with
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The Indus Valley Civilization Submitted by: Abeera Zavary Submitted to: Ma’am Samia Submitted on: 27th February 2013 Submitted as: Regular history of Textiles 2 report Contents Page No. Introduction I Location 2 Culture
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which rate is total utility increasing: a constant rate‚ a decreasing rate‚ or an increasing rate? How do you know? b. “A rational consumer will purchase only 1 unit of the product represented by these data since that amount maximizes marginal utility.” Do you agree? Explain why or why not. c. “It is possible that a rational consumer will not purchase any units of the product represented by these data.” Do you agree? Explain why or why not. Answer: Missing total utility data‚ top – bottom:
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PROBLEM 1 Max has the utility function U(x‚ y) = x(y + 1). The price of x is $2 and the price of y is $1. Income is $10. How much x does Max demand? How much y? If his income doubles and prices stay unchanged‚ will Max’s demand for both goods double? To set his MRS equal to the price ratio‚ Max sets (y+1)/x = 2. His budget constraint is 2x + y = 10. Solve these two equations to find that x=11/4 and y=9/2. If his income doubles and prices stay unchanged‚ his demand for both goods does not double
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