習(xí)題：
　　Exercise：
　　Michael Overton, FRM, is using Monte Carlo simulation to estimate price paths. Under the assumption that stock prices follow geometric Brownian motion (GBM), he is trying to determine the next day’s portfolio value. The portfolio value is currently $500,000, and the mean expected return is 0 with an anticipated standard deviation of 15% over the next 200 days. Assuming the first random draw from a normal distribution is equal to -0.1050, what is the simulated price of the portfolio at the end of the first day?
　　A.     $481,526.
　　B.     $489,733.
　　C.     $497,621.
　　D.     $499,443.
　　Answer: D
　　In this example: Therefore, by using the geometric Brownian motion method, the change in stock price is calculated as follows: .At the end of the first day the portfolio value will be
　　相關(guān)知識點(diǎn)：
　　Simulating a price path using GBM Model
        FRM考試在線高清視頻指導(dǎo)