For which type of distribution is the mean usually greater than the median when measuring continuous numerical unimodal data?
A)skewed-left
B)skewed-right
C)symmetrical
D)flat

Question

Quizplus · Accepted Answer

When measuring continuous numerical unimodal data, if the distribution is skewed-right, the mean is usually greater than the median. This is because the right tail of the distribution, which includes the larger values, pulls the mean up towards it, while the median is simply the middle value and is less affected by the extreme values in the right tail. In contrast, if the distribution is skewed-left, the mean is usually less than the median.

For Which Type of Distribution Is the Mean Usually Greater