ution. Find two different lines, a(x) and I to and stant from E(Y|x), such that P[a(x) < Y< = 0.9544 for all real x. Plot a(x), b(x), anc

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4.5-9. Let X and Yhave a bivariate normal
distribution. Find two different lines, a(x) and b(x),
parallel to and
equidistant from E(Y| x), such that P[a(x) < Y <b(x) |
X = x] = 0.9544 for all real x. Plot a(x), b(x), and E(YI
x)
when μx = 2, μy = -1, 0x = 3, 0y = 5, and p = 3/5.
Transcribed Image Text:4.5-9. Let X and Yhave a bivariate normal distribution. Find two different lines, a(x) and b(x), parallel to and equidistant from E(Y| x), such that P[a(x) < Y <b(x) | X = x] = 0.9544 for all real x. Plot a(x), b(x), and E(YI x) when μx = 2, μy = -1, 0x = 3, 0y = 5, and p = 3/5.
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