The market rate of return is 11.84 percent
The Capital Asset Pricing Model (CAPM) describes the relationship between expected return and risk of investing in securities (CAPM). This shows that the expected return on a security is the same as the risk-free return plus a risk premium, which is defined by the asset's beta.
CAPM formula:
Ra = Rf + Be x (Rm – Rf)
Ra = Expected dividend from investment = 12.8
Rf = Risk-free rate = 3.84
Be = Beta factor of the underlying transaction = 1.12
(Rm – Rf) = Current market risk premium
12.8 = 3.84 + 1.12((Rm) - 3.84)
12.8 = 4.96 ((Rm) - 3.84)
12.8 = 1.12 (Rm)
(Rm) = 12.8/1.12
Rm = 11.84 percent
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