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11.4 Ogg WileneetWeete •:........•••••mion.osseniste.stels c gi "sty. Sig nen.. esaaaagraWl. an ..coanasy.ternsb latiorsnemna Ina 4naos.Wra.....CIPWAOW Ow) Vkl..••• 47.0•0.411 After calculating the values of each component (as illustrated in the figure above), we allocated these values to the app
e the risk-free rate, as Treasury securities are generally viewed by investors as having virtually no default risk. • Equity risk premium ("ERP", Rm — Re. The ERP represents the difference between the expected return on the market portfolio (km) and the risk-free rate (Re. This excess return compensa
11.4 Ogg WileneetWeete •:........•••••mion.osseniste.stels c gi "sty. Sig nen.. esaaaagraWl. an ..coanasy.ternsb latiorsnemna Ina 4naos.Wra.....CIPWAOW Ow) Vkl..••• 47.0•0.411 After calculating the values of each component (as illustrated in the figure above), we allocated these values to the app
e the risk-free rate, as Treasury securities are generally viewed by investors as having virtually no default risk. • Equity risk premium ("ERP", Rm — Re. The ERP represents the difference between the expected return on the market portfolio (km) and the risk-free rate (Re. This excess return compensa
11.4 Ogg WileneetWeete •:........•••••mion.osseniste.stels c gi "sty. Sig nen.. esaaaagraWl. an ..coanasy.ternsb latiorsnemna Ina 4naos.Wra.....CIPWAOW Ow) Vkl..••• 47.0•0.411 After calculating the values of each component (as illustrated in the figure above), we allocated these values to the app
e the risk-free rate, as Treasury securities are generally viewed by investors as having virtually no default risk. • Equity risk premium ("ERP", Rm — Re. The ERP represents the difference between the expected return on the market portfolio (km) and the risk-free rate (Re. This excess return compensa
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