The second and third moments of a distribution about the arithmetic mean are 16 and -64 respectively. Coefficient of skewness is given by
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Given
- second moment m2= 16
- third moment m3= -64
To find
- Coefficient of skewness
Solution
we are provided with the second and third Central moments of a distribution and are asked to find the coefficient of skewness of the distribution.
skewness of distribution is the measure of lack of symmetry
measure of skewness by method of moments, is given by
B = (m3)^2/(m2)^3
or, B = (-64)^3/(16)^3
or, B = 4096/4096
or, B = 1
measure of skewness of this distribution is 1.
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