Merits and demerits of coefficient of variation
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Hii dear,
Coefficient of variation-
Coefficient of variation is standardized measure of dispersion of a probability/frequency distribution.
It's given by formula
Coefficient of variation= standard deviation / mean × 100
Merits-
1)It represents the ratio of the standard deviation to the mean
2)Compares variation from one distribution to another.
3)It's unitless and dimensionless variable
Demerits-
1)It can't be used directly to construct confidence intervals for mean
2)It approches to infinity when mean is close to zero
Thanks for asking...
Coefficient of variation-
Coefficient of variation is standardized measure of dispersion of a probability/frequency distribution.
It's given by formula
Coefficient of variation= standard deviation / mean × 100
Merits-
1)It represents the ratio of the standard deviation to the mean
2)Compares variation from one distribution to another.
3)It's unitless and dimensionless variable
Demerits-
1)It can't be used directly to construct confidence intervals for mean
2)It approches to infinity when mean is close to zero
Thanks for asking...
Answered by
13
Coefficient of variation: A standardized measure of a probability distribution that is often expressed as a percentage is defined as the coefficient of variation.
They can be measured as the ratio of the standard deviation to the mean.
Formula:
(Standard deviation / mean) * 100.
Merits:
- Relationship between standard deviation and mean
- No unit
- No dimension
- Compare distributions
Demerits:
- When the mean is 0, the coefficient of variation is infinity.
- Cannot find out the intervals of mean.
- Sensitive to small mean values.
- Cannot calculate logarithmic values.
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