6.3. Consider the following two-factor model for the returns of three stocks. Assume that the factors...
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6.3. Consider the following two-factor model for the returns of three stocks. Assume that the factors and epsilons have means of zero. Also, assume the factors have variances of .01 and are uncorrelated with each other. EA TA = .13 + 6F₁ + 4Ẽ₂ + €A TB = .15 + 2F₁ + 2F₂ + €B rc = .07 + 5F₁ - 1F₂ + Ec If var(A) = .01 var(EB) = 0.4 var(ec) = .02, what are the variances of the returns of the three 6.3. Consider the following two-factor model for the returns of three stocks. Assume that the factors and epsilons have means of zero. Also, assume the factors have variances of .01 and are uncorrelated with each other. EA TA = .13 + 6F₁ + 4Ẽ₂ + €A TB = .15 + 2F₁ + 2F₂ + €B rc = .07 + 5F₁ - 1F₂ + Ec If var(A) = .01 var(EB) = 0.4 var(ec) = .02, what are the variances of the returns of the three
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Related Book For
Introduction to Probability
ISBN: 978-0716771098
1st edition
Authors: Mark Daniel Ward, Ellen Gundlach
Posted Date:
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