Given a random measurement process (X) with a population mean u of 12 and population...
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Given a random measurement process (X) with a population mean u of 12 and population standard deviation o of 1.5, perform the following calculations while assuming that the underlying random process is Gaussian:a. Give the probability that the next measurement x; is between 8 and 10 (i.e., P(812))c. What is the precision error of this measurement process? Another way to ask this is question is "what interval would you expect the next measurement, or prediction interval, with a 95% confidence?"
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