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It is known that, for Y ~ Nn(u, I), n E ( Yi - Mi)? = ( Y - 1)] ( Y-1) ~ x2(n). i=1

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It is known that, for Y ~ Nn(u, I), n E ( Yi - Mi)? = ( Y - 1)] ( Y-1) ~ x2(n). i=1 (a) [2 pts] Show that E[Z? (Yi - Mi)2] =n using standard normal variables

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