What are the limit of Bowley's coefficient of Skewness
Answers
Answer:
Bowley 's coefficient of skewness
Bowley developed a measure of skewness. Which is based on quartile value .
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Answer:
the limit of Bowley's coefficient of Skewness
Explanation:
Bowley Skewness Formula.
Skewness = 0 means that the curve is symmetrical.
Skewness > 0 means the curve is positively skewed.
Skewness < 0 means the curve is negatively skewed
Bowley skewness is a way to parent out when you have a positively-skewed or negatively skewed distribution. one of the most famous methods to find skewness is the Pearson Mode Skewness formulation. but, with a purpose to use it you should realize the imply, mode (or median) and general deviation on your information. every now and then you won't have that facts; as a substitute you might have records approximately your quartiles.
If that’s the case, you could use Bowley Skewness as an opportunity to find out extra about the asymmetry of your distribution. It’s very useful when you have severe statistics values (outliers)or if you have an open-ended distribution.
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