ASQ
CSSBB · Question #202
The median is a better choice than the mean for a measure of central tendency if the data:
The correct answer is B. often has outliers. See the full explanation below for the reasoning.
Measure Phase
Question
The median is a better choice than the mean for a measure of central tendency if the data:
Options
- Ais bimodal
- Boften has outliers
- Cis normally distributed
- Dis exponentially distributed
How the community answered
(42 responses)- A12% (5)
- B76% (32)
- C5% (2)
- D7% (3)
Topics
#median#mean#outliers#central tendency
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