IV Price Willing to Pay for a Risky Asset ( 15 points) Suppose the economy can be in one of the following two states: (i) Boom or "good" state and (ii) Recession or "bad" state. Both states can occur with a probability of 1/2. Consider a risky asset that would have a price of $30 in the good state and $10 in the bad state. Two investors are evaluating this asset. The asset is currently trading at $20. The utility function of the first investor (A) is u(W)=2W, where W is the wealth level. The utility function of the second investor (B) is u(W)=W+10. 1. (7 points) What is the maximum price that investor A would be willing to pay for the risky asset? Show your calculations clearly. IV Price Willing to Pay for a Risky Asset ( 15 points) Suppose the economy can be in one of the following two states: (i) Boom or "good" state and (ii) Recession or "bad" state. Both states can occur with a probability of 1/2. Consider a risky asset that would have a price of $30 in the good state and $10 in the bad state. Two investors are evaluating this asset. The asset is currently trading at $20. The utility function of the first investor (A) is u(W)=2W, where W is the wealth level. The utility function of the second investor (B) is u(W)=W+10. 1. (7 points) What is the maximum price that investor A would be willing to pay for the risky asset? Show your calculations clearly