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Distribution
Variance of Data in Distribution Formulas
Variance of Data is the expectation of the squared deviation of the random variable associated with the given statistical data from its population mean or sample mean. And is denoted by σ
2
.
Formulas to find Variance of Data in Distribution
f
x
Variance in Bernoulli Distribution
Go
f
x
Variance of Binomial Distribution
Go
f
x
Variance of Negative Binomial Distribution
Go
f
x
Variance in Binomial Distribution
Go
f
x
Variance of Geometric Distribution
Go
f
x
Variance in Geometric Distribution
Go
f
x
Variance of Hypergeometric Distribution
Go
f
x
Variance in Sampling Distribution of Proportion
Go
f
x
Variance in Sampling Distribution of Proportion given Probabilities of Success and Failure
Go
f
x
Variance in Exponential Distribution
Go
f
x
Variance in Uniform Distribution
Go
List of variables in Distribution formulas
f
x
Probability of Success
Go
f
x
Number of Trials
Go
f
x
Probability of Failure in Binomial Distribution
Go
f
x
Number of Success
Go
f
x
Sample Size
Go
f
x
Population Size
Go
f
x
Population Parameter of Exponential Distribution
Go
f
x
Final Boundary Point of Uniform Distribution
Go
f
x
Initial Boundary Point of Uniform Distribution
Go
FAQ
What is the Variance of Data?
Variance of Data is the expectation of the squared deviation of the random variable associated with the given statistical data from its population mean or sample mean.
Can the Variance of Data be negative?
{YesorNo}, the Variance of Data, measured in {OutputVariableMeasurementName} {CanorCannot} be negative.
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