Clyde Clement wants to analyze a shipment of bags of cement. He knows the weight of the bags is normally distributed so he can use the standard normal distribution. He measures the weight of 600 randomly selected bags in the shipment. Next, he calculates the mean and standard deviation of their weights. The mean is 50 lbs. and the standard deviation is 1.5 lbs. Clyde uses the normal distribution table to calculate the number of bags in each segment of the distribution

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