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AP Statistics Day 5 Objective: Students will be able to understand and calculate variances and standard deviations.
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Variance The variance ( ) of a set of observations is the average of the squares of the deviations of the observations from their mean. The equation is: OR
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Standard Deviation The standard deviation (s) is the square root of the variance. The standard deviation measures the spread by looking at how far the observations are from their mean.
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Properties of Standard Deviation
“s” measures spread about the mean and should be used only when the mean is chosen as the measure of center. “s” = 0 only when there is no spread. This happens when all observations have the same value. Otherwise s > 0. As the observations become more spread out about their mean, “s” gets larger. “s”, like the mean , is strongly influenced by extreme observations. A few outliers can make “s” very large.
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Read Pages 51 – 53 Chapter Review
Homework Page 46 #’s 1.35 and 1.36 Read Pages 51 – 53 Chapter Review
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STUDY (Test Wednesday)
Mean, Median, IQR (Middle 50%) Types of Variables (Categorical, Quantitative) Center & Spread Standard Deviation (High, Low, Zero) Resistant and Nonresistant Measures Modified Boxplot Finding Outliers Skewed Charts and Plots
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