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The standard deviation for the Sum of Squared Errors of the data set in the scatterplot below is 4.8. Using the two standard deviations criteria, would any of the points below be considered potential outliers? Group of answer choicesYes, there is
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SOLVED: The standard deviation for the Sum of Squared Errors of the data set in the scatterplot below is 4.8. Using the two standard deviations criteria, would any of the points below be considered potential outliers?100Yes; there is one outlier according to the criteria because 2/4.8 is less than the distance between the point (6, 58) and (6, 81) on the prediction line.No, there are no outliers according to the criteria because 4.8 is more than the distance between the point (6, 58) and (6, 81)
SOLVED: The standard deviation for the Sum of Squared Errors of the data set in the scatterplot below is 4.8. Using the two standard deviations criteria, would any of the points below be considered potential outliers?100Yes; there is one outlier according to the criteria because 2/4.8 is less than the distance between the point (6, 58) and (6, 81) on the prediction line.No, there are no outliers according to the criteria because 4.8 is more than the distance between the point (6, 58) and (6, 81)
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SOLVED: The standard deviation for the Sum of Squared Errors of the data set in the scatterplot below is 4.8. Using the two standard deviations criteria, would any of the points below be considered potential outliers?100Yes; there is one outlier according to the criteria because 2/4.8 is less than the distance between the point (6, 58) and (6, 81) on the prediction line.No, there are no outliers according to the criteria because 4.8 is more than the distance between the point (6, 58) and (6, 81)
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