Use the Capital Asset Pricing Model to calculate the expected return of two stocks (X and Y) with the following characteristics: Beta for Stock X = 1.50: Beta for Stock Y = 0.75: Expected market Return = 9%, and 10-Year Treasury Note Rate = 3%. (Must show work to receive full credit)
Expected Return of Stock X Under CAPM Model | |||||||
= Risk Free Rate + Beta of Stock X * (Market Return - Risk Free Rate) | |||||||
= 3% + 1.50*(9% - 3%) | |||||||
= 3% + 1.50 * 6% | |||||||
= 3% + 9% | |||||||
= 12% | |||||||
Expected Return of Stock Y Under CAPM Model | |||||||
= Risk Free Rate + Beta of Stock Y * (Market Return - Risk Free Rate) | |||||||
= 3% + 0.75 * (9% - 3%) | |||||||
= 3% + 0.75 * 6% | |||||||
= 3% + 4.5% | |||||||
= 7.5% | |||||||
Expected Return of Stock X = 12% | |||||||
Expected Return of Stock Y = 7.50% | |||||||
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