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Suppose that the monthly log return of the stock market index is normally distributed with an expected return of 0.0067 and volatility of 0.0803. If

Suppose that the monthly log return of the stock market index is normally distributed with an expected return of 0.0067 and volatility of 0.0803. If the risk-free rate is 1%(annual, continuously compounded), what is the probability that the stock market index underperforms the risk-free asset over 10-year horizon? Please Use Matlab to solve if possible.

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