ANALYZING A PORTFOLIO a 58. You want your portfolio beta to be 1.20. Currently‚ your portfolio consists of $100 invested in stock A with a beta of 1.4 and $300 in stock B with a beta of .6. You have another $400 to invest and want to divide it between an asset with a beta of 1.6 and a risk-free asset. How much should you invest in the risk-free asset? a. $0 b. $140 c. $200 d. $320 e. $400 ANALYZING A PORTFOLIO d 59. You have a $1‚000 portfolio which is invested in stocks A
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1. What is the size of HMC’s portfolio? How is the portfolio managed and what are the management costs? What is the role of the Policy Portfolio? The size of HMC’s portfolio 2. Why is HMC focusing on real returns? 3. HMC’s estimates of expected returns‚ standard deviations and correlations di_er from the twenty-year historical estimates. Why might this be? Comment on the di_er- ence between the two sets of estimates‚ focusing on expected returns and standard deviations. 4. Let’s assume
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PORTFOLIO #4 The final portfolio is different than the first three. Please read the requirements for this carefully. There are 2 requirements to receive credit for portfolio #4. 1. You must have submitted portfolios #1‚ #2 and #3. 2. You must write three thoughtful sentences that address what you have gained from this class. (A response to the course.) Specific advice regarding submission/resubmission of portfolios #1‚ #2 and #3 Portfolio submissions #1‚ #2 and #3 that were not
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to the risk and expected return of share portfolios of two stocks from the ASX in Australia. There are two approaches which refer to Mean-Variance and CAPM model to be applied in the analysis of the portfolios in this report. The two stocks which construct the portfolio are Asia Pacific Holdings Limited (AXA) and Caltex Australia Limited (CTX).Each stock occupies a certain proportion in one portfolio and their weights are varied in different portfolios. The rule of the portfolio construction is basis
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Obs date refd_1st_lag refd_1st_diff refd_1st_diff_1st_lag refd_1st_diff_2nd_lag 1 30MAR1990 . . . . 2 29JUN1990 . . . . 3 28SEP1990 . . . . 4 31DEC1990 -0.19835 0.42248 . . 5 29MAR1991 0.22413 -0.16683 0.42248 . 6 28JUN1991 0.05730 -0.20439 -0.16683 0.42248 7 30SEP1991 -0.14709 0.20291 -0.20439 -0.16683 8 31DEC1991 0.05581 -0.02545 0.20291 -0.20439 9 31MAR1992 0.03037 -0.13786 -0.02545 0.20291 10 30JUN1992 -0.10749 0.15064 -0.13786
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which to construct a portfolio: a. Risk-free asset earning 12% per year. b. Risky asset with expected return 30% per year and standard deviation of 40%. If you construct a portfolio with a standard deviation of 30%‚ what is its expected rate of return? Ans: P = 30 = yy y = 0.75 E(rP) = 12 + 0.75(30 12) = 25.5% 2. Suppose that there are many stocks in the security market and that the characteristics of Stocks A and B are given as follows: Stock Expected Return Standard Deviation
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1: “Foundations of Portfolio Theory” by. H.M. Markowitz (1991) Foundations of Portfolio Theory by H.M. Markowitz is based on a two part lesson of microeconomics of capital markets. Part one being that taught by Markowitz‚ which is solely geared toward portfolio theory and how an optimizing investor would behave‚ whereas part two focuses on the Capital Asset Pricing Model (CAPM) which is the work done by Sharpe and Lintner. In this article Markowitz speaks strictly on portfolio theory. He states
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Mini Case 1: Portfolio Construction Exercise Download the spreadsheet minicase1_data.xls from the class website. In it you will find the time series of monthly returns for Microsoft (MSFT)‚ General Motors (GM) from January 1990 to December 2002. Answer the following questions based on the data in the spreadsheet. Note that you do not need to turn in your entire spreadsheet; Simply summarize your answers (show all formulae where appropriate) on a few sheets of paper. Please highlight your
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Portfolio Optimization Questions Risk Management Dr. Castro Fall 2002 Assume you are the manager of a risky portfolio with an expected rate of return of 18 % and a standard deviation of 28%. The T-bill rate is 8%. 1. Your client chooses to invest 70% of a portfolio in your fund and 30% in a T-bill money market fund. What is the expected value and standard deviation of the rate of return on his portfolio? 2. Suppose that your risky portfolio includes the following investments
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intention is gaining high return while controlling the risk level of the investment. Though the high return level implied the high tolerance for risk of investors‚ our objective is to maximize the return while minimizing the overall risk level of the investment to accomplish the maximized wealth. The major reason behind high level tolerance for risk is the return expected through the investment is high. Always we tried to maintain better relationship between the expected return and cost of investment
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