The median cannot be at the center of a distribution if the mean is also at the center of the distribution.

Name: The median cannot be at the center of a distribution if the mean is also at the center of the distribution.
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Question

Quizplus · Accepted Answer

This statement is false. It is possible for the median and mean to both be at the center of a distribution. This would occur if the distribution is symmetrical, such as a normal distribution. In this case, the median and mean would both be located at the peak or center of the curve.

The Median Cannot Be at the Center of a Distribution