Z-Scores (As a Descriptive Measure of Relative Standing) @jbstatistics
Z-Scores (As a Descriptive Measure of Relative Standing)  @jbstatistics
Uploaded January 2014 | Updated September 2026, 4 seconds ago
An introduction to z-scores as a descriptive measure of relative standing. (I don't do any probability calculations in this video.) I do a simple calculation example, discuss the empirical rule in the context of z-scores, and illustrate what the z-score tells us about how large or small an observation is.

The mean and standard deviation of the heights of American males is based on information from:

McDowell MA, Fryar CD, Ogden CL, Flegal
KM. Anthropometric reference data for children
and adults: United States, 2003-2006.
National health statistics reports; no 10.
Hyattsville, MD: National Center for Health
Statistics. 2008.

(The mean is taken directly from this document, and the standard deviation is estimated based on the given percentiles.)
Z-Scores (As a Descriptive Measure of Relative Standing)Calculating Power and P(Type II error) (A One-Tailed Z Test Example)Inference for One Proportion: IntroductionOn average, what proportion of sample means would a randomly selected 95% CI for mu capture?An Introduction to the F DistributionThe Pooled-Variance t Test as a RegressionSimple Linear Regression:  TransformationsWhat is a p-value?Chi-square tests for count data: Finding the p-valueSimple Linear Regression: Interpreting Model ParametersDiscrete Probability Distributions: Examples (Binomial,Poisson,Hypergeometric)(fast version)Sampling Distributions: Deriving the Mean and Variance of the Sample Mean
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Z-Scores (As a Descriptive Measure of Relative Standing)

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