Question

identifying outliers in a scatterplot
which points would be considered outliers?
check all that apply.
(3,9)
(4,4)
(6,5)
(7,1)
(8,7)
(11,2)
none

Explanation:

Step1: Understand the concept of outliers in a scatter - plot

An outlier is a data point that lies outside the overall pattern of the scatter - plot.

Step2: Analyze each point

• For the point \((3,9)\): Looking at the scatter - plot, this point is far above the general trend of the other points.
• For the point \((4,4)\): It seems to follow the general trend of the data points.
• For the point \((6,5)\): It is within the cluster of data points.
• For the point \((7,1)\): It is far below the general trend of the other points.
• For the point \((8,7)\): It is within the cluster of data points.
• For the point \((11,2)\): It is far to the right and below the general trend of the other points.

Answer:

\((3,9)\), \((7,1)\), \((11,2)\)