How to use the Variance Calculator
- 1 Enter the numbers or data requested.
- 2 Choose the calculation option when available.
- 3 Review the result and its assumptions.
How the Variance Calculator works
Variance is the average squared distance from the mean. Sample variance divides by n − 1; population variance divides by n.
Entering your data
Use the values or comma-separated observations requested above. Check that you use consistent units and include every value relevant to the calculation.
Understanding the result
The result follows the formula shown here and is rounded for display. It is a mathematical aid; check assumptions and data quality before using it in coursework, analysis or a decision.
Frequently asked questions
How is this result calculated?
Variance is the average squared distance from the mean. Sample variance divides by n − 1; population variance divides by n.
Can I use the result as a guarantee?
No. The result depends on the inputs and stated assumptions. Review the data and method before relying on it.
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