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Measures of Central Tendency Calculator

Measure of central tendency is a single value to describe a set of data by identifying the central position within that set of data. Measures of central tendency are sometimes called as measures of central location. It is used to find the mean, median and mode based on the measures of central location. Mean is the average of the sum of a set of data divided by the number of data. Median is the middle value of given two values and mode is the value which has more number of repetitions.

Mean Median Mode Calculation

Measure of central tendency is a single value to describe a set of data by identifying the central position within that set of data. Measures of central tendency are sometimes called as measures of central location. It is used to find the mean, median and mode based on the measures of central location. Mean is the average of the sum of a set of data divided by the number of data. Median is the middle value of given two values and mode is the value which has more number of repetitions.

Example:

If Measure of central tendency values are 3,37,21,84,15, then mean, median, mode are calculated as,
Mean = 32 Median = 21 Mode = There is no repeated values in the set and hence no mode value.

Measures of central tendency calculator determines the value of mean, median and mode by providing the numbers in the box given above. Values must be numeric and must be separated by commas.