Coefficient of variation definition
Coefficient of variation or “C” means the ratio of the standard deviation to the mean value of a population of observations. It is estimated using the following equation:
Coefficient of variation means, for the purposes of clause 7A, the sample standard deviation expressed as a percentage of the sample mean.
Coefficient of variation means the ratio of the standard deviation to the mean value of a population of observations.
Examples of Coefficient of variation in a sentence
Coefficient of variation (CV) was calculated to evaluate the variation level.
Sensitivity): Coefficient of variation (C.V.) = standard deviation divided by average of x times 100 An outlier should be treated in accordance with JIS Z 8402 (ISO 5725-2).
The table below shows how the uncertainty in the national numbers increases when the number of studies decreases: Number of quarterly studies included Coefficient of variation 3 3,9 2 4,8 1 6,6 In 2011 the total wood consumption in Norwegian households is estimated to be 1.3 (± 0,1) million tonnes.
More Definitions of Coefficient of variation
Coefficient of variation means standard deviation divided by the mean.
Coefficient of variation. (C) means the ratio of the
Coefficient of variation. (C) means the ratio of the standard deviation to the mean value of a population of observations. It is estimated using the equation set forth in Appendix E.
Coefficient of variation means the ratio of the standard deviation to the
Coefficient of variation. The ratio of the standard deviation to the mean expressed as a percent. The CV is used in the calculation to determine sample error. CV = * 100 Sample Error: A sale-to-date calculated estimate of the difference between the sample mean and the true mean expressed as a percent. The Regional Sample Error Standard is + 4 percent at a 95 percent confidence interval (two standard errors or t = 2). E =