Exam 11: Risk and Return: the Capital Asset Pricing Model

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The covariance between the IS and DS returns is:

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The total number of variance and covariance terms in portfolio is N2.How many of these would be (including non-unique)covariances?

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Given the following information on 3 stocks: C. Which stocks would you recommend purchasing? Given the following information on 3 stocks: C. Which stocks would you recommend purchasing?    Indifferent on A as .1903 _.19. Would buy B as .15 > .1473. Would not buy C as .09 < .0923. Indifferent on A as .1903 _.19. Would buy B as .15 > .1473. Would not buy C as .09 < .0923.

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If IS and DS are combined in a portfolio with 50% invested in each,the expected return and risk would be:

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Covariance measures the interrelationship between two securities in terms of:

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Why are some risks diversifiable and some nondiversifiable? Give an example of each.

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The diversification effect of a portfolio of two stocks:

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The means of IS and DS are:

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Returns for the IC Company and for the S&P 500 Index over the previous 4-year period are given below:

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If the correlation between two stocks is +1,then a portfolio combining these two stocks will have a variance that is:

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Now suppose you diversify into two securities.Given all choices,can any portfolio be eliminated? Assume equal weights.

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Suppose the MiniCD Corporation's common stock has a return of 12%.Assume the risk-free rate is 4%,the expected market return is 9%,and no unsystematic influence affected Mini's return.The beta for MiniCD is:

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A portfolio is entirely invested into Buzz's Bauxite Boring Equity,which is expected to return 16%,and Zum's Inc.bonds,which are expected to return 8%.Sixty percent of the funds are invested in Buzz's and the rest in Zum's.What is the expected return on the portfolio?

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Systematic risk is measured by:

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Suppose you desire to invest in any one of the stocks listed above.Can any be recommended?

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A portfolio will usually contain:

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The expected return on GenLabs is:

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A portfolio exists containing stocks D,E,and F held in proportions 30%,40%,and 30% respectively.The expected returns on the three stocks are given by 12%,20%,and 28% respectively.Calculate the portfolio's expected return.

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The measure of beta associates most closely with:

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The elements in the off-diagonal positions of the Variance Covariance matrix are:

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