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You are currently 100% invested in the S&P500. You are evaluating two trading strategies. You have historical data on the returns to these strategies and the S&P500. After analyzing the data you come up with the following estimated quantities ("1" refers to the first strategy, "2" refers to the second strategy, rf is the risk-free rate and S&P refers to the S&P500):
E(r1) = 15% σ1 = 0.50 ρ1, S&P = 0.35 E(r2) = 6% σ2 = 0.30 ρ2,S&P = 0.25 ρ1,2 = 0.4 E(rS&P ) = 12% σS&P = 0.15 rf = 5%
(a) Let's examine how the CAPM performs when using the S&P500 as a proxy for the market portfolio. What are the alphas and betas of the two strategies?
(b) Recall that you are currently holding the S&P500. Describe in words how you would adjust your portfolio in response to the alphas calculated in part (a)?
(c) Find a combination of the two strategies that would make you react to market risk the way S&P 500 does. What is the expected return to this portfolio? What is the alpha of this portfolio? What is the idiosyncratic risk of the portfolio?
Finance is about Gunns Ltd, a company in dealing with forestry products in Australia. The company has also been listed in Australian Stock Exchange. As many companies producing forestry products, even Gunns Ltd is facing various problems. Due to the ..
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