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# Owad}g- In which situation the mean, median and mode are equalIf the values of all data elements in a distribution are not identical,In distributions with higher co...

## Question

###### Owad}g- In which situation the mean, median and mode are equalIf the values of all data elements in a distribution are not identical,In distributions with higher concentration of lower values and a long tail towards higher values.For perfectly symmetrical distributions of dataIn distributions with higher concentration of larger values and a long tail towards lower values_?h- What is coefficient of variationIt is the ratio of the standard deviation to the mean of a data setIt is used to express t

owad} g- In which situation the mean, median and mode are equal If the values of all data elements in a distribution are not identical, In distributions with higher concentration of lower values and a long tail towards higher values. For perfectly symmetrical distributions of data In distributions with higher concentration of larger values and a long tail towards lower values_ ?h- What is coefficient of variation It is the ratio of the standard deviation to the mean of a data set It is used to express the standard deviation as percentage of the mean. Is especially useful when comparing data sets, which have different units All of the above :ssi obhmi i - If smaller data elements are to be given greater importance than the :larger data elements you should use Mode Median Arithmetic Mean None of the above :ssi 51i

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