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IQR = (Q3-Q1) = 21-8 = Therefore, the interquartile range (IQR) of this set of data is 13. To identify any potential outliers in this
IQR = (Q3-Q1) = 21-8 = Therefore, the interquartile range (IQR) of this set of data is 13. To identify any potential outliers in this set of data, first multiply the IQR result by 1.5 = 13 X 1.5 = 19.5 Second, Add the value to the result of Q3 and subtract the value from the result of Q1. Highest data point = 21+19.5 = 40.5 - Any data point above this value in the set is an outlier. Lowest data point = 8 - 19.5 = = -11.5 - Any data point below this value in the set is an outlier. There are no data points above or below the two values in the set of data. Therefore, this set of data contains 0 outliers (none). I want you to check if this is correct and aaphrase
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