Consider a market that consists of only two assets, A and B. 0 0.04 0.25 Asset...

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Consider a market that consists of only two assets, A and B. 0² 0.04 0.25 Asset W A B 0.4 0.2 0.6 0.5 Pi, A 1 0.3 = 13%. Pi, B 0.3 1 p denotes the correlation coefficient and w denotes the asset's weight in the market portfolio. rf = 3%; E(™M) a. What is the variance of the market portfolio? b. What are the covariances with the market portfolio of the two assets? c. What are the CAPM ßs of the two assets and the market portfolio? d. What are the reward-to-risk (use variance as risk) ratios of the two assets and the market portfolio? e. What are the contributions of each asset to the market excess return, E(rm) - rf? f. What are the contributions of each asset to the market variance, o? Consider a market that consists of only two assets, A and B. 0² 0.04 0.25 Asset W A B 0.4 0.2 0.6 0.5 Pi, A 1 0.3 = 13%. Pi, B 0.3 1 p denotes the correlation coefficient and w denotes the asset's weight in the market portfolio. rf = 3%; E(™M) a. What is the variance of the market portfolio? b. What are the covariances with the market portfolio of the two assets? c. What are the CAPM ßs of the two assets and the market portfolio? d. What are the reward-to-risk (use variance as risk) ratios of the two assets and the market portfolio? e. What are the contributions of each asset to the market excess return, E(rm) - rf? f. What are the contributions of each asset to the market variance, o?

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The provided image contains a problem statement and a table showing information about two assets A and B which are the only assets in a market The problem is broken down into six parts each asking for ... View the full answer