The interquartile range is the difference between the lower and upper quartiles.
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Q3: Assume that 75% of the households in
Q4: The left and right ends of the
Q5: The standard deviation is a measure of
Q6: Expressed in percentiles, the upper quartile is
Q7: The following five-number summary for a sample
Q9: The following five-number summary for a sample
Q10: The distribution of a set of data
Q11: The 10th percentile of a set of
Q12: The following five-number summary for a sample
Q13: z-scores exceeding 3 in absolute value are
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