In case of symmetrical distribution?
Correct answer: B. Mean=Mode=Median
- A. β1=β4
- B. Mean=Mode=Median
- C. µ1=µ4
- D. µ1=µ2
Explanation
For the standard symmetric, unimodal distribution, the center is the same by all three measures: mean = median = mode. Symmetry also makes the odd central moments zero, but that relationship is not represented correctly by the other options.
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