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Q5 (Essential to Cover) Consider two assets which are negatively correlated. Suppose the distribution of return scenarios for these assets in different probability weighted future
Q5 (Essential to Cover) Consider two assets which are negatively correlated. Suppose the distribution of return scenarios for these assets in different probability weighted future scenarios is given by: State Asset 1 Return Probability of State 0.25 0.60 0.15 Strong Steady Recession 30% Asset 2 Return -9% -3% 19% 15% -40% a. What is the expected return and standard deviation of Asset 1 and Asset 2 respectively? What is the covariance and correlation between Asset 1 and Asset 2? b. We want to construct a portfolio weighted 60% in Asset 1 and 40% in Asset 2. What is the portfolio's expected return and standard deviation? c. A risk-free portfolio can be constructed between these two assets. What will be the portfolio weightings and expected return of this portfolio? Is this a desirable hedging strategy
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