备考FRM考试需要做FRM真题练习吗？

备考FRM考生不仅需要一个好的学习计划，还需要学习相关的网课帮助自己！有的考生说备考FRM考试需要做FRM真题练习吗？

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ACRO of a hedge fund is asking the risk team to develop a term-structure model that is appropriate for fitting interest rates for use in the fund’s options pricing practice. The risk team is evaluating among several interest rate models with time-dependent drift and time-dependent volatility functions. Which of the following is a correct description of the specified model?

A) In the Ho-Lee model, the drift of the interest rate process is presumed to be constant.

B) In the Ho-Lee model, when the short-term rate is above its long-run equilibrium value, the drift is presumed to be negative.

C) In the Cox-Ingersoll-Ross model, the basis-point volatility of the short-term rate is presumed to be proportional to the square root of the rate, and short-term rates cannot be negative.

D) In the Cox-Ingersoll-Ross model, the volatility of the short-term rate is presumed to decline exponentially to a constant level.

答案：C 【资料下载】[融跃财经]FRM一级ya题-pdf版

解析：C is correct. In the CIR model, the basis-point volatility of the short rate is not independent of the short rate as other simpler models assume. The annualized basis-point volatility equals.

Analyst Barry runs a short-term interest rate simulation using Model 1, which assume no drift. The time step in his model is one month. His Model 1 also makes two assumptions. First, the initial or current short-term rate is equal to 4.00%. Second, the annual basis-point volatility is 200 basis points. In the first step of his first trial, the random uniform variable is 0.8925 such that, via inverse transformation, the associated random standard normal value is 1.240. To what level does the rate evolve in the first month?

A) 3.854%

B) 4.716%

C) 5.393%

D) 6.480%

答案：B

解析：dw = 1.240 × sqrt (1/12) and dr = 2.0% × 1.240 × sqrt (1/12) = 0.7159%, such that r = 4.7159%

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