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Assume you are choosing a portfolio of 2 stocks. A has standard deviation of 20% and return of 5%, B has standard deviation of 18
Assume you are choosing a portfolio of 2 stocks. A has standard deviation of 20% and return of 5%, B has standard deviation of 18 percent and return of 6%. The stocks are uncorrelated (e.g. covariance =0). Which of the following are optimal weights for an investor with risk aversion A=24. Assume no shorting. Answer is in the form of weight A, Weight B .31, .69 O 0.41, 0.59 O 0,1 O 0.44, 0.56
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