Let (Y) be normally distributed with mean (quad=860) and variance ({ }^{2}=576). (a) Find (P(Y quad 900)).

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Let $Y$ be normally distributed with mean $\quad=860$ and variance ${ }^{2}=576$.

(a) Find $P(Y \quad 900)$.

(b) Find $P\left(\begin{array}{ll}Y & 825\end{array}\right)$.

(c) Find $P(840 \quad Y \quad 890)$.

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Introduction To Bayesian Statistics

ISBN: 9781118091562

3rd Edition

Authors: William M. Bolstad, James M. Curran

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Question Posted: Mar 26, 2024 04:01 AM

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Let (Y) be normally distributed with mean (quad=860) and variance ({ }^{2}=576). (a) Find (P(Y quad 900)).

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a To find PY 900 we need to calculate the cumulative distribution function CDF of the normal distrib...View the full answer

Introduction To Bayesian Statistics

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