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Suppose You Observe the Following Situation Assume the Capital Asset Pricing Model Holds and Stock A's

question 4

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Suppose you observe the following situation:   State of  Probability of  Rate of Return  Econony  State of Economy  if State Occurs  Stock A  Stock B  Boom .21.189.097 Normal.74.158.076Recession .05.246.42\begin{array} { l c c } { \text { State of } } & \text { Probability of } & \text { Rate of Return } \\\text { Econony } & \text { State of Economy } & \text { if State Occurs } \\ & &\begin{array}{ll}\text { Stock A } & \text { Stock B }\end{array}\\\text { Boom } & .21& \begin{array}{ll}.189& \quad \quad .097\end{array} \\\text { Normal} & .74& \begin{array}{ll}.158& \quad \quad .076\end{array} \\\text {Recession } & .05 & \begin{array}{ll}-.246 & \quad \quad.42\end{array} \\\end{array}
Assume the capital asset pricing model holds and Stock A's beta is greater than Stock B's beta by .84. What is the expected market risk premium?


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