Exam 12: Risk, Return, and Capital Budgeting

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The security market line plots the historic relationship between returns on an individual stock and the market portfolio.

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Based on the following information,make an estimate of the stock's Beta: 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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Calculate the risk premium on Stock C given the following information: risk-free rate = 5%,market return = 13%,Stock C = 1.3 Beta.

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A stock's Beta measures the:

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Where will the following projects plot in relation to the security market line if the risk-free rate is 6% and the market risk premium is 9%? Which projects should be undertaken? Project Beta IRR A 2.0 25% B 1.6 22% C 1.1 15% D 0.8 11%

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Determine the risk free rate if a company's rate of return is 9%,its Beta is 1.8 and the expected return on the stock market is 10%.

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What two elements are represented in security returns?

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The covariance of a particular stock within a portfolio is -0.5.The variance of the stock is 0.3.Calculate the stock's Beta.

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If Treasury bills are yielding 10% at a time when the market risk premium is 6%,then the:

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In theory,the "market portfolio" should contain:

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Decreases in the risk-free rate will reduce:

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The project cost of capital is:

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If the market portfolio is expected to offer returns of 16%,then what can be said about a portfolio expected to return 13%?

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How is it possible to invest only in the market portfolio yet have a portfolio Beta of 1.5?

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The cost of capital for a project depends on the risk of the company.

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Determine the market risk premium if the risk free rate is 2%,the company's Beta is 1.3 and its expected return is 11%.

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A proposed investment must earn at least as much as the ______ if it is to be deemed acceptable.

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When the overall market is up by 10%,an investor with a portfolio of defensive stocks will probably have:

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What is the Beta of a portfolio with an expected return of 12% if Treasury bills yield 6% and the market risk premium is 8%?

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What is the standard deviation of the market portfolio if the standard deviation of a diversified portfolio with a Beta of 1.25 equals 20%?

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