Recent content by ahuds001

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    Finding the P(2x1>x2) for a bivariate normal distribution

    Figured it out, thanks for the idea, it was extremely helpful :-)
  2. A

    Finding the P(2x1>x2) for a bivariate normal distribution

    I can't, not sure if I am missing something or just being thick. Working only on z=((x1-4)^2)/3 + ((x2-6)^2)/7 - 5*(x1-4)(x2-6)/21 Distributing I get z=(7x1^2+3x2^2-26x1-16x2-5x1x2+100)/21 My best attempt has z = (2y^2-4y-x1^2+x2^2+3x1x2-20x2-18x1+100)/21
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    Finding the P(2x1>x2) for a bivariate normal distribution

    Homework Statement Given a bivariate normal distribution with E(x1)=4 and E(x2) = 6 and Var(X) = [3 2.5] [2.5 7] Find P(2*x1>x2) Homework Equations The cdf of this bivariate...
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