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John Neur, FRM, runs a Monte Carlo simulation to estimate the ending amount of capital in 25 years using monthly returns for three investments as the basis. Investments A and B are highly correlated while C has zero correlation with both A and B. In order to compute the output of the Monte Carlo simulation, John:
A
Cannot measure the correlations between the three investments.
B
Must accurately determine the probability distribution of the output.
C
Can easily examine effects on output variables when changing scenarios.
D
Must assume that the output is normally distributed.
Explanation:
John can easily examine the effects on output variables when changing scenarios. Monte Carlo simulations are a powerful tool for risk management and financial forecasting. They allow for the modeling of complex systems and the examination of the effects of different scenarios on the output variables. This is particularly useful in situations where the relationships between variables are complex and non-linear, such as in the case of John's three investments.
Monte Carlo simulations are particularly valuable for analyzing complex investment portfolios with varying correlations, allowing risk managers to understand how different market conditions and investment relationships affect long-term outcomes.