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Sun Corporation Has Had Returns of -6 Percent, 16 Percent

Question 64

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Sun Corporation has had returns of -6 percent, 16 percent, 18 percent, and 28 percent for the past four years. Calculate the standard deviation of the returns using the correction for the loss of a degree of freedom shown below.
When variance is estimated from a sample of observed returns, we add the squared deviations and divide by N -1, where N is the number of observations. We divide by N -1 rather than N to correct for a loss of a degree of freedom. The formula is
Variance( Sun Corporation has had returns of -6 percent, 16 percent, 18 percent, and 28 percent for the past four years. Calculate the standard deviation of the returns using the correction for the loss of a degree of freedom shown below. When variance is estimated from a sample of observed returns, we add the squared deviations and divide by N -1, where N is the number of observations. We divide by N -1 rather than N to correct for a loss of a degree of freedom. The formula is Variance(   <sub> </sub> <sub>m </sub>) =     Where   <sub> </sub> <sub>m </sub>is the market return in period t and r<sub>m</sub> is the mean of the values of r<sub>mt</sub>. A) 11.6 percent B) 14.3 percent C) 13.4 percent D) 14.0 percent

m ) = Sun Corporation has had returns of -6 percent, 16 percent, 18 percent, and 28 percent for the past four years. Calculate the standard deviation of the returns using the correction for the loss of a degree of freedom shown below. When variance is estimated from a sample of observed returns, we add the squared deviations and divide by N -1, where N is the number of observations. We divide by N -1 rather than N to correct for a loss of a degree of freedom. The formula is Variance(   <sub> </sub> <sub>m </sub>) =     Where   <sub> </sub> <sub>m </sub>is the market return in period t and r<sub>m</sub> is the mean of the values of r<sub>mt</sub>. A) 11.6 percent B) 14.3 percent C) 13.4 percent D) 14.0 percent
Sun Corporation has had returns of -6 percent, 16 percent, 18 percent, and 28 percent for the past four years. Calculate the standard deviation of the returns using the correction for the loss of a degree of freedom shown below. When variance is estimated from a sample of observed returns, we add the squared deviations and divide by N -1, where N is the number of observations. We divide by N -1 rather than N to correct for a loss of a degree of freedom. The formula is Variance(   <sub> </sub> <sub>m </sub>) =     Where   <sub> </sub> <sub>m </sub>is the market return in period t and r<sub>m</sub> is the mean of the values of r<sub>mt</sub>. A) 11.6 percent B) 14.3 percent C) 13.4 percent D) 14.0 percent
Where Sun Corporation has had returns of -6 percent, 16 percent, 18 percent, and 28 percent for the past four years. Calculate the standard deviation of the returns using the correction for the loss of a degree of freedom shown below. When variance is estimated from a sample of observed returns, we add the squared deviations and divide by N -1, where N is the number of observations. We divide by N -1 rather than N to correct for a loss of a degree of freedom. The formula is Variance(   <sub> </sub> <sub>m </sub>) =     Where   <sub> </sub> <sub>m </sub>is the market return in period t and r<sub>m</sub> is the mean of the values of r<sub>mt</sub>. A) 11.6 percent B) 14.3 percent C) 13.4 percent D) 14.0 percent

m is the market return in period t and rm is the mean of the values of rmt.


A) 11.6 percent
B) 14.3 percent
C) 13.4 percent
D) 14.0 percent

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