Suppose that the random variables (X, Y) have joint probability density function ((x, y). The marginal probability
Question:
Where ((x) and b(x) are the smallest and largest possible values, respectively, that can be for the given x. Show that
(a)
(b)
Transcribed Image Text:
.bLx) fx(x) f(x, y) dy P(a < X < b) = | fx(x) dx E (X)xfx(x) dx
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