NO.PZ2018122701000069
问题如下:
Model 1 has a no-drift assumption. Using this model, if the current short-term interest rate is 6%, annual volatility is 100bps, and dw is a normally distributed random variable with mean equals zero and standard deviation of zero as its expected value. One month later, the realization of dw is -0.4. What is the change in the spot rate and the new spot rate?
选项:
解释:
B is correct.
考点:Model I
解析:
dr = σ dw
dr = 1% x (-0.4) = -0.4% = -40 basis points
Since the initial rate was 6% and dr = -0.40%, the new spot rate in one month is:
6% - 0.40% = 5.60%
老师这里没调整月的时间,是因为这句standard deviation √dtof zero as expected value
怎么理解这句话,什么时候需要调整什么时候不需要调整啊?
题目给dw就用dw不用调整时间?