Measure of Dispersion The dispersion is the measure of variations in the values of the variable. It measures the degree of scatteredness of the observation in a distribution around the central value. Range The measure of dispersion which is easiest to understand and easiest to calculate is the range.
Range is defined as the difference between two extreme observation of the distribution. Mean deviation about their Byjus Class 12 Maths Sample Paper Value median M is given by. Mean deviation for discrete frequency distribution Let the given data consist of discrete observations x 1 , x 2 , x 3 ,��. Mean deviation about their Median M is given by. Standard deviation of a discrete frequency distribution is given by. Standard deviation of a continuous frequency distribution is given by. Coefficient of Variation In order to compare two or more frequency distributions, we compare their coefficient of variations.
The coefficient of variation is defined as. Note: The distribution having a greater coefficient of variation has more variability around the central value, then the distribution having a smaller value of the coefficient 0f variation. The coefficient of variation is defined as Note: The distribution having a greater coefficient of variation has more variability around the central value, then the distribution having a smaller value of the coefficient 0f variation.
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