Consider the following two stocks. Assume that the risk-free rate is 2% and agents' utility functions are U = E(rp) 0.5A. Stock X currently trades at $80 and has the following price and dividend distribution based on the state of the economy: State of the Economy. Probability. Year-End Price Dividends 1 0.1 $175 $5 2345 0.2 $140 $4 0.35 $90 $3.5 5 0.25 0.1 $60 $1 $35 $0 Stock Y currently trades at $65 and has the following price and dividend distribution based on the state of the economy. State of the Economy. Probability. Year-End Price Dividends 1 0.1 $105 $0 2 0.2 $88 $0 3 0.35 $65 $0 4 0.25 $55 $0 5 0.1 $50 $0 Calculate E (rx). Calculate E(ry). Calculate x. Calculate y. Are the stocks X and Y worth investing in for a risk-neutral investors? Yes. Only stock X. O Only stock Y. Neither are worth investing in. We cannot answer this question with the information provided. Mark and Jane are retail investors with risk aversion coefficients of 1 and 2, respectively. Which stock would Mark and Jane prefer to invest in? O Both prefer X. O Mark prefers X and Jane prefers Y. O Mark prefers Y and Jane prefers X. Both prefer Y.