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Measures of Central Tendency
Mean of Data in Measures of Central Tendency Formulas
Mean of Data is the average value of all the data points in a dataset. It represents the central tendency of the data. And is denoted by Mean.
Formulas to find Mean of Data in Measures of Central Tendency
f
x
Mean of Data given Median and Mode
Go
f
x
Mean of Data given Standard Deviation
Go
f
x
Mean of Data given Coefficient of Variation
Go
f
x
Mean of Data given Coefficient of Variation Percentage
Go
f
x
Mean of Data
Go
f
x
Mean of Data given Variance
Go
Measures of Central Tendency formulas that make use of Mean of Data
f
x
Median of Data given Mean and Mode
Go
f
x
Mode of Data given Mean and Median
Go
List of variables in Measures of Central Tendency formulas
f
x
Median of Data
Go
f
x
Mode of Data
Go
f
x
Sum of Squares of Individual Values
Go
f
x
Number of Individual Values
Go
f
x
Standard Deviation of Data
Go
f
x
Coefficient of Variation
Go
f
x
Coefficient of Variation Percentage
Go
f
x
Sum of Individual Values
Go
f
x
Variance of Data
Go
FAQ
What is the Mean of Data?
Mean of Data is the average value of all the data points in a dataset. It represents the central tendency of the data.
Can the Mean of Data be negative?
{YesorNo}, the Mean of Data, measured in {OutputVariableMeasurementName} {CanorCannot} be negative.
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