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Answer: The mode and the median are both less than the mean.
In a continuous positively skewed unimodal distribution, the mode is the smallest value, followed by the median, and the mean is the largest. This is because the positive skewness pulls the mean to the right, making it greater than the median and mode. Therefore, option A is correct as it accurately describes the relationship between the mode, median, and mean in such a distribution.
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For a continuous positively skewed unimodal distribution, which of the following statements is correct?
A
The mode and the median are both less than the mean.
B
The mode and the median are both greater than the mean.
C
The mode is less than the mean, while the median is greater than the mean.
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