Exam 8: Risky Asset Pricing Models and the Capm

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The CAPM assumes that asset returns are positively skewed but otherwise normal.

(True/False)
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Calculate the beta for an asset with a variance of 10%,where the market has a variance of 15% and a covariance with the asset of 20%.

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The SML is valid for _______________,and the CML is valid for ______________.

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Which of the following is not a characteristic of a portfolio that lies on both the capital market line and the security market line?

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Assume the CAPM is the correct asset pricing model.An asset has a standard deviation of 30% and the market has a standard deviation of 20%.What would the correlation of the asset with the market need to be if the asset were to have the same expected return as the risk-free asset?

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Where thin trading is present in a market index used for the approximation of a beta,the beta will be __________ for a thinly traded company,and __________ for a frequently traded stock.

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A continuous time version of the CAPM was developed by Oliver (1997).

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Beta stability tends to:

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Arbitrage is based on the idea that _________.

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Assume the CAPM is the correct asset pricing model,the risk-free rate of return is 6%,and the market portfolio has an expected return and a standard deviation of 16% and 0.10%,respectively.An investor has a portfolio consisting of asset A,which has a beta of 0.6,and asset B,which has a beta of 0.8.If the investor wishes to earn a return identical to that of the market portfolio,what weight should the investor place in assets A and B?

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An asset has a standard deviation of 30% and a correlation with the market portfolio of 0.60.If the market has a standard deviation of 30%,how much lower is the beta of the asset relative to the market?

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Expected returns are also called:

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Consider the CAPM.The expected return on the market is 18%.The expected return on a stock with a beta of 1.2 is 20%.What is the risk-free rate?

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The beta of the market is equal to minus 1.

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Which of the following is a testable proposition in empirical regression tests of the CAPM of average excess returns against beta?

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According to the CAPM,if the expected return on the market return is 5% and the risk-free rate is 2%,the beta of a portfolio with a 6.5% return is 2.0.

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In empirical tests of the CAPM in excess return form,the intercept in a regression of average returns against beta should be:

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An asset has a standard deviation of 15% and a correlation with the market portfolio of 0.46.If the market has a standard deviation of 25%,what is the beta of the asset?

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The zero-beta form of the CAPM uses a zero-beta portfolio in place of the return on the market portfolio.

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An asset in the Australian market has a beta of 1.0.If the variance of the asset is 10% and the variance of the market index is 25%,what is the asset's covariance with the market?

(Multiple Choice)
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