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TL;DR: Standard deviation measures how spread out a data set is. Find the mean, subtract it from each value, square those differences, average them, and take the square root. Use \(n\) for a population, \(n-1\) for a sample. Key takeaways: Standard deviation = square root of variance. Population formula: \(\sigma = \sqrt{\frac{1}{n}\sum(x_i – \mu)^2}\). Sample […]
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