the empitical relationship between mean, median, mode is
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Step-by-step explanation:
MODE=3MEDIAN-2MEAN
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In statistics, there is a relationship between the mean, median and mode that is empirically based. Observations of countless data sets have shown that most of the time the difference between the mean and the mode is three times the difference between the mean and the median. This relationship in equation form is:
In statistics, there is a relationship between the mean, median and mode that is empirically based. Observations of countless data sets have shown that most of the time the difference between the mean and the mode is three times the difference between the mean and the median. This relationship in equation form is:Mean – Mode = 3(Mean – Median
Within sets of data, there are a variety of descriptive statistics. The mean, median and mode all give measures of the center of the data, but they calculate this in different ways:
The mean is calculated by adding all of the data values together, then dividing by the total number of values.
The median is calculated by listing the data values in ascending order, then finding the middle value in the list.
The mode is calculated by counting how many times each value occurs. The value that occurs with the highest frequency is the mode.
On the surface, it would appear that there is no connection between these three numbers. However, it turns out that there is an empirical relationship between these measures of center