A process for producing batches of chalk is such that the bulk density X of a batch of chalk is a normally distributed random variable with mean 0.8 and standard deviation 0.004. Then P (X - 0.8|

A process for producing batches of chalk is such that the bulk density X of a batch of<br>chalk is a normally distributed random variable with mean 0.8 and standard deviation<br>0.004. Then P (X - 0.8| <0.006) =<br>O 0.6826<br>0.8664<br>O None of these<br>0.9544<br>

Extracted text: A process for producing batches of chalk is such that the bulk density X of a batch of chalk is a normally distributed random variable with mean 0.8 and standard deviation 0.004. Then P (X - 0.8| <0.006) =="" o="" 0.6826="" 0.8664="" o="" none="" of="" these="">

Jun 02, 2022

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A process for producing batches of chalk is such that the bulk density X of a batch of chalk is a normally distributed random variable with mean 0.8 and standard deviation 0.004. Then P (X - 0.8|

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