The geometric mean of a series of returns is always larger than the arithmetic mean, and the difference increases with the volatility of the series.
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Q6: In the phrase "nominal risk-free rate," nominal
Q7: The coefficient of variation is the expected
Q8: If a significant change is noted in
Q9: The line that reflects the combination of
Q10: Nominal rates are averages of all possible
Q12: The real risk-free rate is affected by
Q13: The variance of expected returns is equal
Q14: The expected return is the average of
Q15: The risk premium is a function of
Q16: The arithmetic mean is a superior measure
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