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Mega Corporation Has the Following Returns for the Past Three

Question 29

Multiple Choice

Mega Corporation has the following returns for the past three years: 7 percent, 13 percent, and 10 percent. Use the following formulas to calculate the variance of the returns and the standard deviation of the returns:
Variance ( Mega Corporation has the following returns for the past three years: 7 percent, 13 percent, and 10 percent. Use the following formulas to calculate the variance of the returns and the standard deviation of the returns: Variance ( <sub> </sub> <sub>m</sub>) = expected value of ( <sub> </sub> <sub>m</sub> - r<sub>m</sub>) <sup>2</sup> Standard deviation of <sub> </sub> <sub>m</sub> = . A) 64.00 and 8.00 percent B) 124.00 and 11.10 percent C) 6.00 and 2.45 percent D) 30.00 and 10.00 percent

m) = expected value of ( Mega Corporation has the following returns for the past three years: 7 percent, 13 percent, and 10 percent. Use the following formulas to calculate the variance of the returns and the standard deviation of the returns: Variance ( <sub> </sub> <sub>m</sub>) = expected value of ( <sub> </sub> <sub>m</sub> - r<sub>m</sub>) <sup>2</sup> Standard deviation of <sub> </sub> <sub>m</sub> = . A) 64.00 and 8.00 percent B) 124.00 and 11.10 percent C) 6.00 and 2.45 percent D) 30.00 and 10.00 percent

m - rm) 2
Standard deviation of Mega Corporation has the following returns for the past three years: 7 percent, 13 percent, and 10 percent. Use the following formulas to calculate the variance of the returns and the standard deviation of the returns: Variance ( <sub> </sub> <sub>m</sub>) = expected value of ( <sub> </sub> <sub>m</sub> - r<sub>m</sub>) <sup>2</sup> Standard deviation of <sub> </sub> <sub>m</sub> = . A) 64.00 and 8.00 percent B) 124.00 and 11.10 percent C) 6.00 and 2.45 percent D) 30.00 and 10.00 percent

m = Mega Corporation has the following returns for the past three years: 7 percent, 13 percent, and 10 percent. Use the following formulas to calculate the variance of the returns and the standard deviation of the returns: Variance ( <sub> </sub> <sub>m</sub>) = expected value of ( <sub> </sub> <sub>m</sub> - r<sub>m</sub>) <sup>2</sup> Standard deviation of <sub> </sub> <sub>m</sub> = . A) 64.00 and 8.00 percent B) 124.00 and 11.10 percent C) 6.00 and 2.45 percent D) 30.00 and 10.00 percent
.


A) 64.00 and 8.00 percent
B) 124.00 and 11.10 percent
C) 6.00 and 2.45 percent
D) 30.00 and 10.00 percent

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