Compute standard deviation

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Geldrike Insurance stock has a beta of 1.55 and a standard deviation of 7.10. With a T-Note rate of 1.55%, which of the following is true?

  • Geldrike Insurance has a Risk Premium that is greater than the T-Note
  • Geldrike Insurance has a Risk Premium that is equal to 8.65%
  • Geldrike Insurance has a Risk Premium that is equal to 12.555%
  • Geldrike Insurance has a Risk Premium that is less than the T-Note
  • Geldrike Insurance has a Risk Premium that is equal to the T-Note

Reference no: EM133072177

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Compute standard deviation : Geldrike Insurance stock has a beta of 1.55 and a standard deviation of 7.10. With a T-Note rate of 1.55%, which of the following is true?
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