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FRM一级冲刺备考：考生常见易错题汇总（5）

来源：高顿网校 2015-10-08

　　距离2015年11月的FRM考试的时间越来越短，考生们复习的如何？高顿网校FRM小编整理了一些学员的易错题，供广大FRM考生参考学习。高顿网校免费题库，通过针对性地讲解、训练、答疑、模考，对学习过程进行全程跟踪、专家权威解析与指导，帮助考生全面提升备考效果。

　　1.Which of the following is FALSE regarding the use of scorecard data?

　　A. It usually results in higher capital charges than the use of historical data.

　　B. It is forward looking rather than backward looking.

　　C. It is more subjective because it relies upon the judgment of business line managers.

　　D. It more accurately captures the future benefits of risk management activities.

　　2.Which of the following is not a step in the reverse stress testing methodology?

　　A. cause.

　　B. hedging.

　　C. events.

　　D. outcome.

　　3.Charlie Smith holds two portfolios, Portfolio X and Portfolio Y. They are both liquid, well-diversified portfolios with approximately equal market values. He expects Portfolio X to return 13% and Portfolio Y to return 14% over the upcoming year. Because of an unexpected need for cash, Smith is forced to sell at least one of the portfolios. He uses the security market line to determine whether his portfolios are undervalued or overvalued. Portfolio X’s beta is 0.9 and Portfolio Y’s beta is 1.1. The expected return on the market is 12% and the risk-free rate is 5%. Smith should sell:

　　A. portfolio Y only.

　　B. portfolio X only.

　　C. both portfolios X and Y because they are both overvalued.

　　D. either portfolio X or Y because they are both properly valued.

　　Answer:

　　1.A

　　The use of scorecard data usually results in a lower capital charge than the use of historical loss data.

　　2.A

　　The three phases of reverse stress testing are: outcome, events and hedging.

　　3.A

　　Portfolio X’s required return is 0.05 + 0.9 × (0.12-0.05) = 11.3%. It is expected to return 13%. The portfolio has an expected excess return of 1.7%

　　Portfolio Y’s required return is 0.05 + 1.1 × (0.12-0.05) = 12.7%. It is expected to return 14%. The portfolio has an expected excess return of 1.3%.

　　Since both portfolios are undervalued, the investor should sell the portfolio that offers less excess return. Sell Portfolio Y because its excess return is less than that of Portfolio X.

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