The densities of independent r.v.s X 1 and X 2 are f 1 (x) = C 1
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The densities of independent r.v.’s X1 and X2 are f1(x) = C1x5e−4x and f2(x) = C2x8e−4x, respectively, where C1 and C2 are constants.
(a) Do we need to calculate these constants in order to find P(X1 + X2 > x)?
(b) Estimate P(X1 + X2 > 3). (Use of software is recommended.)
(c) Write C1 and C2.
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a Up to constant multiplies fix and f2x are the Fdensities with the common scale para...View the full answer
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Saud Ur Rehman
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