(a) Determine the optimal investment strategy for the Carringtone investment of $100,000. (Round your answers to the nearest dollar) $05300 commodities (b) What profit can the Carringtons expect to make on their investments over the year if they use their optimal investment strategy? (Round your answer to the nearest dollar) $1000 x
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- which of the following is NOT correct with respect to the Efficient Market Hypothesis? If markets are semi-strong form efficient, then fundamental analysts would not be able to earn abnormally good returns, after considering the risk they assume Semi-strong form efficiency says that if a company announces a labor strike, the stock price very quickly adjusts downward Evidence suggests that markets are NOT strong form efficient, since insiders could make abnormally good returns trading on private information. However, that is illegal Semi-strong form efficiency says that when Stryker makes an earning announcement, the stock price quickly reflects the new information Weak form efficiency says that technical analysts who study charts of stock prices and volumes can regularly make abnormally good returns, after considering the risk the assumeSuppose a large bank has two openings for which it desires managers of different risk aversion. One position is the assistant vice president for commercial construction loans, for which the bank seeks a more risk averse manager. The other position is an assistant vice president to manage the venture capital loan portfolio, for which the bank seeks a manager who is more willing to take risks. The vertical scale of the following graph displays the guaranteed base salary, and the horizontal scale displays the profit-sharing rate—a percentage that represents what additions to or subtractions from one’s pay occur as a result of the profit-sharing agreement. The two hill-shaped curves represent expected profit-sharing payouts that would allow the firm to just break even on its incentive payments to the two managers. The graph also shows the indifference curves (IP and IQ) for two applicants. Which is the indifference curve of the more risk-neutral applicant? A. IQ B. IP Suppose…Suppose that two corporations, Analytica and Bobmetrics, are negotiating the share of profit from a time sensitive joint project. The total profit generated by the project is £10 million. However, every day that the deal is delayed reduces the value of the total profit by £1 million. The way the negotiation is set up is the following: in the first day, Analytica’s lawyers propose a split of the profits, and Bobmetrics’ lawyers can agree, or they can discuss it some more and make their own offer on the second day. After that the two teams alternate. Analytica gets to make proposals on days 1, 3, 5, 7, and 9, while Bobmetrics makes proposals on days 2, 4, 6, 8 an 10. On day 11, the profit from the joint project becomes 0. The negotiations stop when either company accepts the proposal of the other, or on day 11. Find the subgame perfect Nash equilibria of this dynamic negotiation game. What happens when the loss of value is slower or faster? What conclusions can you draw? Briefly explain…
- Suppose you buy a house for $250,000. One year later, the market price for the house has fallen to $200,000. What is the return on your investment in the house if you made a down payment of 10 percent and took out a mortgage loan for the other 90 percent?Debt as a means of mitigating the common-pool problem. (Chari and Cole, 1993.) Consider the same setup as in Problem 12.15. Suppose, however, that there is an initial level of debt, D. The government budget constraint is therefore (a) How does an increase in D affect the Nash equilibrium level of G?(b) Explain intuitively why your results in part (a) and in Problem 12.15 suggest that in a two-period model in which the representatives choose D after the first-period value of G is determined, the representatives would choose D > 0.(c) Do you think that in a two-period model where the representatives choose D before the first-period value of G is determined, the representatives would choose D > 0? Explain intuitively.College Retirement Equities Fund (CREF) is a pension fund that has billions of dollars invested in the stock market. Fund participants recently voted on a proposal that would have placed strict limits on the amount of compensation paid to CREF executives. Why do you think 75 percent of the participants voted against the proposal? Provide an economic argument against the proposal.
- Suppose that a new bond rating service is established that specializes in rating municipal bonds that had not previously been rated. The likely result for municipal bonds would be a decrease in the equilibrium interest rate. a shift to the left in the supply curve for municipal bonds. an increase in the equilibrium interest rate. a shift to the left in the demand curve for municipal bonds.suppose that Charlie faces the same choice, but he always integrates the gains or losses of both days regardless of how he chooses to check his investment. Also, assume now that if he decides to check at the end of each day, he has an additional option of pulling all his money out of the stock market at the end of the first day if he wishes. Would Charlie pull his money out at the end of the first day, if he finds that his investment has gone up by $3000? Explain. Would Charlie pull his money out at the end of the first day, if he finds that his investment has gone down by $1000? Explain. Given the investment decisions in Questions (2) and (3), which will he prefer, to check at the end of each day or to check only at the end of the second day?Determine which of the two investment projects of Problem 5 the manager should choose if the discount rate of the firm is 30 percent. Additional information. Problem 5 states determine which of two investment projects a manager should choose if the discount rate of the firm is 10 percent. The first project promises a profit of $100,000 in each of the next four years, while the second project promises a profit of $75,000 in each of the next six years.
- Two oil companies are deciding how much oil to extract from their properties, which lie above the same underground reservoir. The faster that oil is extracted, the less total oil is extracted. Letting x denote the extraction rate for company X and y denote the extraction rate for company Y, we assume that the total amount of oil extracted is 1/(x + y) million gallons of oil. Of the total amount that is extracted, the share going to company X is x/(x + y), and the share to company Y is y/(x + y); that is, a company’s share depends on how fast it extracts compared with the other company. The price of oil is $100 per gallon. Each company chooses its extraction rate from the interval [1,10] in order to maximize the monetary value of the oil that it extracts. Find the Nash equilibrium extraction rates. (Note: You can assume that the payoff function is hill shaped.)There are two risky assets, namely Asset 1 and Asset 2, in the economy and only two investors, namely Alice and Bob, who can borrow or lend at the risk-free rate of 2%. The risk-free asset, though, is in a net supply of zero. Alice's initial wealth is $70,000, and Bob's initial wealth is $50,000. Alice has invested $80,000 in Asset 1 and $20,000 in Asset 2. Assume that both Alice and Bob are mean-variance efficient investors, which of the following statements is wrong? Bob has invested $16,000 in Asset 2 The market capitalization of Asset 2 is $24,000 Bob has lent Alice $30,000 The market capitalization of Asset 1 is $80,000Jane, who works for the economic research department in a multinational corporation, is preparing a report for the advisory board of the company. The report intends to clarify in which country they should invest given the expected change in demand. The objective is, of course, to identify the country with greater change in demand. Jane analyzes countries A and B that currently have the same demand. She calculates the partial derivatives of demand with respect to income and finds that for country A it is greater than for country B. Demand in country A is measured in pounds and in country B in Kg. Can we conclude that if the only change expected in both countries is a change in income of 3.5%, then the company should invest in country A? no, we should calculate instead the income elasticity for the consumption of the good the company sells in each country. There is no statistic that can illuminate the advisory board on this problem. yes, because the derivative tells us that for each…