Mary Peterson is in charge of preparing blended flour for exotic bread making. The process is to take two dif- ferent types of flour and mix them together in order to achieve high-quality breads. For

Mary Peterson is in charge of preparing blended flour for exotic bread making. The process is to take two dif- ferent types of flour and mix them together in order to achieve high-quality breads. For one of the products, flour A and flour B are mixed together. The package of flour A comes from a packing process that has a population mean weight of 8 ounces with a popu- lation variance of 0.04. The package of flour B has a population mean weight of 8 ounces and a population variance of 0.06. The package weights have a correla- tion of 0.40. The A and B packages are mixed together to obtain a 16-ounce package of special exotic flour. Every 60 minutes a random sample of four packagrs of exotic flour is selected from the process, and the mean weight for the four packages is computed. Pre- pare a 99% acceptance interval for a quality-control chart for the sample means from the sample of four packages. Show all your work and explain your rea- soning. Explain how this acceptance chart would

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Mary Peterson is in charge of preparing blended flour for exotic bread making. The process is to take two dif- ﻿ferent types of flour and mix them together in order to achieve high-quality breads. For

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Mary Peterson is in charge of preparing blended flour for exotic bread making. The process is to take two dif- ferent types of flour and mix them together in order to achieve high-quality breads. For