Given two independent random Bin(n, p) with mgf my (t) of X + Y. variables, X ~ Bin(m, p) with mgf mx (t) = [pet + (1 - p)], and [pet + (1 - p)]", apply Theorem 12.3 to determine the distribution =

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Chapter1: Combinatorial Analysis
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71. Given two independent random
Y~ Bin(n,p) with mgf my (t)
of X + Y.
variables, X~ Bin(m, p) with mgf mx(t) = [pet + (1 - p)], and
[pet + (1 p)]", apply Theorem 12.3 to determine the distribution
=
Transcribed Image Text:71. Given two independent random Y~ Bin(n,p) with mgf my (t) of X + Y. variables, X~ Bin(m, p) with mgf mx(t) = [pet + (1 - p)], and [pet + (1 p)]", apply Theorem 12.3 to determine the distribution =
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