Please answer all 3 parts (they are ALL True or False) Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P If...

*Please answer all 3 parts (they are ALL<br>True or False)*<br>Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P<br>If we marginalize over l< k<r of these X,'s then the resultant distribution is multinomial.<br>Select v<br>The marginal distribution of any of the X,'s is a Bernoulli distribution.<br>Select v<br>Select v<br>

Extracted text: *Please answer all 3 parts (they are ALL True or False)* Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P If we marginalize over l<>

Jun 01, 2022

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Please answer all 3 parts (they are ALL True or False) Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P If...

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*Please answer all 3 parts (they are ALL True or False)* Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P If...

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Please answer all 3 parts (they are ALL True or False) Consider X = (X1, X2,..., X,^(T} where X has a multinomial distribution with parameters n (size of the sample) and probablites p1, P2, ...P If...