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0.2 Bond Return (8) -0.01 0.03 0.4 0.1 0.3 3) (30 points) An investor has $1,000 and two investment opportunities, X and Y. For each

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0.2 Bond Return (8) -0.01 0.03 0.4 0.1 0.3 3) (30 points) An investor has $1,000 and two investment opportunities, X and Y. For each $100 invested, X yields -$5 profit (55 loss) with 40% probability and $20 profit with 60% probability. For each $100 invested. Y yields $0 profit with 60% probability and $25 profit with 40% probability Outcomes of X und Y are independent. Investor reduced her choices to three alternative strategies: I rivest 51000 on X 2. Invest S1000 on Y 3. Invest S500 on both X and Y Find expected value and variance of for all three strategies. 4) (20 points) There are two mutually exclusive investment opportunities. Their returns are 0.2 Bond Return (8) -0.01 0.03 0.4 0.1 0.3 3) (30 points) An investor has $1,000 and two investment opportunities, X and Y. For each $100 invested, X yields -$5 profit (55 loss) with 40% probability and $20 profit with 60% probability. For each $100 invested. Y yields $0 profit with 60% probability and $25 profit with 40% probability Outcomes of X und Y are independent. Investor reduced her choices to three alternative strategies: I rivest 51000 on X 2. Invest S1000 on Y 3. Invest S500 on both X and Y Find expected value and variance of for all three strategies. 4) (20 points) There are two mutually exclusive investment opportunities. Their returns are

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