Mathematics, 25.01.2020 00:31 maryam615
Let x and y be independent binomial random variables having parameters (n, p) and (m, p), respectively. let z = x + y.
(a) argue that z has a binomial distribution with parameters (n + m, p) by writing x and y as appropriate sums of bernoulli random variables.
(b) validate the result in (a) by evaluating the necessary convolution.
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Let x and y be independent binomial random variables having parameters (n, p) and (m, p), respective...
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