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Definitions from the WebTerm: Coefficient VariationDescription:Coefficient Variation refers to the statistic used to measure the relative variability or dispersion of a data set compared to its mean. It is also known as the coefficient of variation or CV. The coefficient variation provides a way to compare the standard deviation of different data sets that have different units of measurement. Senses:Sense 1: Statistical MeasureNoun - A statistical measure used to quantify the relative variability of a data set. Example: The coefficient variation of the company's stock returns is remarkably low. Sense 2: Evaluation MetricNoun - An evaluation metric used in various fields to compare the variability between different sets of data. Example: The coefficient variation of test scores helps identify the consistency of students' performance. Sense 3: Coefficient of Variation FormulaNoun - The formula used to calculate the coefficient variation, which is the ratio of the standard deviation to the mean. Example: The coefficient of variation formula is CV = (Standard Deviation / Mean) × 100. Sense 4: Local UsageAdjective - A term occasionally used in local dialects or specific regions to refer to a distinct statistical measure. Example: The coefficient variation has a unique name in the local statistical community. Sense 5: Related ProductsNoun - Products that are related to the concept of coefficient variation. Example: Statistics Books on Amazon | ||||
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