For the multinomial probability distribution, show that Cov (n i , n j ) = -np i

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For the multinomial probability distribution, show that

Cov (n_i, n_j) = -np_ip_j

First show that E (n_in_j) = n(n - 1)p_ip_j.

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Statistics For Engineering And The Sciences

ISBN: 9781498728850

6th Edition

Authors: William M. Mendenhall, Terry L. Sincich

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Question Posted: Apr 30, 2021 01:43 AM

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For the multinomial probability distribution, show that Cov (n i , n j ) = -np i

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The multinomial probability distribution is a probability distributi...View the full answer

Statistics For Engineering And The Sciences

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