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The weight of chickpea packets of a certain brand is normally distributed with an average = 500 g and a standard deviation = 119 g.
The weight of chickpea packets of a certain brand is normally distributed with an average = 500 g and a standard deviation = 119 g. We select a random sample of size n from this type of packet. Let X denote the average weight of this sample. Determine the size of sample n such that P (X> 550) = 0.2.
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