investment chapter6

Chapter 06 - Risk Aversion and Capital Allocation to Risky Assets

51. What are the proportions of Stocks A, B, and C, respectively in Bo's complete portfolio? A. 40%, 25%, 35% B. 8%, 5%, 7% C. 32%, 20%, 28% D. 16%, 10%, 14% E. 20%, 12.5%, 17.5%

Proportion in A = .8 * 40% = 32%; proportion in B = .8 * 25% = 20%; proportion in C = .8 * 35% = 28%.

AACSB: Analytic Bloom's: Apply

Difficulty: Intermediate

Topic: Portfolio Risk Allocation

52. To build an indifference curve we can first find the utility of a portfolio with 100% in the risk-free asset, then

A. find the utility of a portfolio with 0% in the risk-free asset.

B. change the expected return of the portfolio and equate the utility to the standard deviation. C. find another utility level with 0% risk.

D. change the standard deviation of the portfolio and find the expected return the investor would require to maintain the same utility level.

E. change the risk-free rate and find the utility level that results in the same standard deviation. This question references the procedure described in the text. The authors describe how to trace out indifference curves using a spreadsheet.

AACSB: Analytic Bloom's: Understand Difficulty: Challenge

Topic: Portfolio Risk Allocation

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Chapter 06 - Risk Aversion and Capital Allocation to Risky Assets

53. The Capital Market Line

I) is a special case of the Capital Allocation Line.

II) represents the opportunity set of a passive investment strategy. III) has the one-month T-Bill rate as its intercept.

IV) uses a broad index of common stocks as its risky portfolio. A. I, III, and IV B. II, III, and IV C. III and IV D. I, II, and III E. I, II, III, and IV

The Capital Market Line is the Capital Allocation Line based on the one-month T-Bill rate and a broad index of common stocks. It applies to an investor pursuing a passive management strategy.

AACSB: Analytic Bloom's: Apply

Difficulty: Intermediate Topic: Passive Strategies

54. An investor invests 40 percent of his wealth in a risky asset with an expected rate of return of 0.18 and a variance of 0.10 and 60 percent in a T-bill that pays 4 percent. His portfolio's expected return and standard deviation are __________ and __________, respectively. A. 0.114; 0.112 B. 0.087; 0.063 C. 0.096; 0.126 D. 0.087; 0.144 E. 0.106; 0.137

E(rP) = 0.4(18%) + 0.6(4%) = 9.6%; sP = 0.4(0.10)1/2 = 12.6%.

AACSB: Analytic Bloom's: Apply

Difficulty: Intermediate

Topic: Portfolio Risk Allocation

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