You are considering purchasing a portfolio of two stocks. XYZ has a variance of 0.04 and...

 

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You are considering purchasing a portfolio of two stocks. XYZ has a variance of 0.04 and ABC has a variance of 0.09. If we purchased a portfolio by purchasing $300 of XYZ stock and $700 of ABC stock, fill out the following formulas for the portfolio's variance if the two stocks have a correlation of -0.1 (the correlation is negative). Use XYZ as stock 1, fill out the formula exactly in the order shown, and input calculated numbers (not formulas or fractions) for any calculations you need to perform, rounded to three decimal places. • VAR = (x) * (o) + (x2) * (o2) + 2 * P1,2* x1* X2 * O1 * O2 VAR = +2* You are considering purchasing a portfolio of two stocks. XYZ has a variance of 0.04 and ABC has a variance of 0.09. If we purchased a portfolio by purchasing $300 of XYZ stock and $700 of ABC stock, fill out the following formulas for the portfolio's variance if the two stocks have a correlation of -0.1 (the correlation is negative). Use XYZ as stock 1, fill out the formula exactly in the order shown, and input calculated numbers (not formulas or fractions) for any calculations you need to perform, rounded to three decimal places. • VAR = (x) * (o) + (x2) * (o2) + 2 * P1,2* x1* X2 * O1 * O2 VAR = +2*

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VaRExpected Weighted Return of the Portfolio zscore of the ... View the full answer