Expected return,standard deviation, coefficient of variation

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• Expected return, standard deviation, coefficent of variation

  (11.4%-60%)^2 X 0.1) Standard Deviation = Square root (0.071244) Standard Deviation = 26.7% Coefficient of variation = Standard Deviation/Expected return = 26.7%/11.4% = 2.34 The solution explains how to calculate the expected return, standard deviation

• Coefficient of variation

  Coefficient of variation = standard deviation/expected return Expected return = Sum (Probability X associated return) Expected return = 0.1X-60% + 0.2X-10% + 0.4X15% + 0.2X40% + 0.1 X 90% = 15% We now calculate the standard deviation, for which

• Expected rate of return, standard deviation, and coefficient of variation

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• Expected return, standard deviation and coeff of variation

  root (0.071244) = 26.69% Coefficient of variation (CV) = Standard Deviation / expected return = 26.69%/11.4% = 2.34 The solution explains how to calculate the expected return, standard deviation and coefficient of variation.

• Standard deviation and coefficient of variation

  Deviation = Squareroot (0.071244) = 26.69% Coefficient of Variation = Standard Deviation/expected return Coefficient of Variation = 26.69%/11.4% = 2.34 The solution explains how to calculate the standard deviation of returns and the coefficient of

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• Coefficient of variation

  Calculate the coefficient of variation for each alternative Coefficient of variation = Standard deviation/ Expected value Alternative Expected return Standard deviation of return Coefficient of variation A 20%

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