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VisualizationsStatistics and Probability

Standard Deviation

Step through squaring each value's distance from the mean, averaging those squares, then taking the square root. The result is the standard deviation.

Standard Deviation Explorer

Visualize dimensional unit restoration, distance bands, and comparison of typical spreads.

Variance to SD
μ = 0
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Step: 1 of 5

Let's revisit our balanced dataset $\{2, 4, 6, 8, 10\}$ with Mean **μ = 0**. Click Next to recall squared deviations.

Scale: 0 to 12
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