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29 Oct 2018
Problem 2 (7 points) Bags of chips are marked with a weight of 40 ounces. The weight of the bags actually varies according to a normal distribution with mean = 40 ounces and standard deviation=1.8 ounces. If a bag is selected at random, what is the probability that it actually weighs more than 42 ounces?
Problem 2 (7 points) Bags of chips are marked with a weight of 40 ounces. The weight of the bags actually varies according to a normal distribution with mean = 40 ounces and standard deviation=1.8 ounces. If a bag is selected at random, what is the probability that it actually weighs more than 42 ounces?
10 Jan 2023
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Irving HeathcoteLv2
31 Oct 2018
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