short-term profit by failing to make the investments required by GM in a plant located near GM production facilities in Flint‚ Michigan. Vertical integration‚ with an associated side payment from GM to Fisher‚ was the way in which this contractual hold-up problem was solved. This examination of the Fisher-GM case illustrates the role of vertical integration in avoiding the rigidity costs of long-term contracts. I. Introduction damentally changed the way we look at economic institutions. Coase recognized
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about is the Ursus maritimus‚ commonly known in North America as a Polar Bear. Ursus maritimus is the Polar Bear’s scientific name which means sea bear; it received this name because it is heavily involved in the water and is the only bear considered to be a marine mammal. There is one documented Polar Bear that undertook a 426-mile swim that took nine days and did not rest on land; they are phenomenal swimmers. Polar Bears are found in the wild in the Circumpolar North‚ which consists of countries
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Biology 180 Problem Set 2 1. A population of marine gastropods has shell lengths that are normally distributed with a mean μ = 8 mm and variance σ2 = 2.15 mm2. a. what proportion of the population will have shell lengths between 6.5 mm and 8.5 mm? (3 points) b. what is the probability of finding a gastropod that has a shell length of exactly 7.5 mm? (1 point) c. if there are 1‚000 gastropods in an area‚ how many will have shell lengths greater than 5 mm? (3 points) 2. Childhood lead poisoning
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attacked the U.S.A‚ more and more people consider the environmental problems as the most serious problem which human beings have to face in the twenty-first century. If humans keep standing by from protecting nature‚ then global warming will be the natural consequence of their inaction. Accordingly‚ people must try to find some suitable ways to prevent this situation. Currently‚ the three most efficient solutions of this problem are a moratorium of deforestation‚ a universal carbon tax and international
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Beer’s Law Problem Set Spring 2013 1. Calculate the absorbances corresponding to the following values of the percentage of transmitted light: (Provide your final answer with three decimal places) a. 95% b. 88% c. 71% d. 50% e. 17.5% f. 1% 2. A solution of a compound (1.0mM) was placed in a spectrophotometer cuvette of light path 1.05cm. The light transmission was 18.4% at 470nm. Determine the molar extinction coefficient. Include units in your answer. 3. The molar extinction coefficient of reduced
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Name/Student Number: Algebra 2 Final Exam Multiple Choice Identify the choice that best completes the statement or answers the question. Simplify the trigonometric expression. 1. a. b. c. d. Answer B In ‚ is a right angle. Find the remaining sides and angles. Round your answers to the nearest tenth. 2. a = 3‚ c = 19 a. = 9.1°‚ = 80.9°‚ b = 18.8 c. = 14.5°‚ = 75.5°‚ b = 18.8 b. = 80.9°‚ = 9.1°‚ b = 18.8 d. = 75.5°
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information. Using your essay in response to the unit’s writing prompt‚ complete the following steps to improve your essay. Introduction Insert your introductory paragraph with your central claim. Include any revisions your instructor asked you to make. Swiftly the blade slides out and plunges through flesh. Warm blood oozes from the wound and covers the hands holding the blade. In Julius Caesar the conspirators devise a plan to kill Caesar before he becomes the king. Each of them end up stabbing him
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COMM 370 – Elena Simintzi Practice for Lecture 1: Basic Financial Analysis Question 1. Consider the following financial statements for SubMart Corp contained in the company’s most recent annual report filed with the OSC. SubMart Corp Balance Sheet‚ December 31‚ 2012 Assets Cash Accounts receivable Inventories Property‚ plant & equipment Less accumulated depreciation Total assets Liabilities & Equity Accounts payable Accrued expenses payable Long-term debt Common stock Retained earnings Total
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varying temperatures are targeted towards being at 10ºC‚ 20ºC‚ 30ºC‚ 40ºC‚ and 50ºC. It is highly improbable that each trial for each of the 5 different temperatures will be the exact temperature that was targeted‚ so it’s just important that you end up having a temperature fairly close to the targeted temperatures so that the rates of reactions that you do receive are as correct as possible. The rates of reaction will be obtained using an apparatus that will guide the carbon dioxide gas being produced
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Problem Set 3 ECON 973 Fall 2012 Fluctuations: Discrete Time Models Ben Brewer 12/10/12 1. a. Given this two-period problem of labor supply maxc1 ‚n1 ‚c2 ‚n2 ln[c1 ] + ln[1 − n1 ] + βln[c2 ] + βln[1 − n2 ] subject to the intertemporal budget constraint c1 [1 + r] + c2 = w1 n1 [1 + r] + w2 n2 Dividing each side by [1+r] for convenience gives c1 + c2 w 2 n2 = w 1 n1 + 1+r 1+r We can solve for consumption and labor supply in each period (c1 ‚ c2 ‚ n1 ‚ n2 ) by first setting up the Lagrangian
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