Exam 12: Risk, Return, and Capital Budgeting

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There is little doubt that the CAPM captures everything that is going on in the market.

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A portfolio consists of an index mutual fund which represents the overall market and Treasury bills. The fund has a portfolio weight of 60%. The risk-free rate is 3.2% and the market risk premium is 7.6%. What is your best estimate of the portfolio expected rate of return?

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A stock with a beta greater than 1.0 would be termed:

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A considerable scattering in the plot of points representing the historic returns of a stock versus the returns on the market reflects the:

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Calculate the expected rate of return for the following portfolio, based on a Treasury bill yield of 4% and an expected market return of 13%: (Show your work)

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If a security plots below the security market line, it is:

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As a project's beta increases, the project's opportunity cost of capital increases.

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Empirical evidence suggests that over a long period of time returns are directly related to beta.

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The CAPM is a theory of the relationship between risk and return that states that the expected risk premium on any security equals its beta times the market return.

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The stock of Newmont Mining, the world's largest gold producer, has above-average volatility but a relatively low beta. Why?

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The security market line displays the relationship between expected return and beta.

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If the plotting of a portfolio's returns against returns on the market index produces a tight pattern, then the portfolio:

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Investment projects that plot above the security market line would be considered to have:

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Estimate a stock's beta based on the following information: Month 1 = Stock +1.5%, Market +1.1%; Month 2 = Stock +2.0%, Market +1.4%; Month 3 = Stock -2.5%, Market -2.0%.

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A portfolio of three stocks with total market value of $1,000,000 currently has a beta of 1.4. In light of an expected market downturn, you wish to reduce the portfolio beta to no more than 1.0. Two stocks are likely candidates for sale, one with a beta of 1.8 and a market value of $200,000 and the other with a beta of 1.5 and a market value of $250,000. Assuming that you could find one appropriate stock to replace these two, what should be its beta? (Show your work)

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If a two-stock portfolio is equally invested in stocks with betas of 1.4 and 0.7, then the portfolio beta is:

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The minimum acceptable expected rate of return on a project of a specific risk is the:

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The project cost of capital depends on the risk of the company undertaking the project.

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Discuss how betas are measured for individual stocks.

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When the overall market experiences a decline of 8%, investors with portfolios of aggressive stocks will probably experience portfolio:

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