If a one-person household spends an average of $75 per week on groceries, find the maximum and minimum amounts spent per week for the middle 50% of one-person households. Assume the standard deviation is $9 and the variable is normally distributed. Round your answers to the nearest hundredth. Minimum: $ Maximum: $
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We need to find the minimum and maximum amounts spent per week for the middle 50% of one-person households, given that the average spending is $75, the standard deviation is $9, and the distribution is normal. Show more…
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