| Introduction |
| Requirements for using the Z-test statistic |
| From Z-value to Z-score Using Empirical Data |
| Digression: The Central Limit Theorem, the Standard Normal Distribution, and Statistical Tests |
| Arriving at Probabilities for Continuous Data Using the Z-test and Probability Tables |
| From Data to Probability Estimates: The Method of Standardizing |
| Confidence Interval, α-levels, and Type I Errors |
| Connecting Data to the Test: The Calculated Value and the p-Level |
| The p-Value and Its Meaning |
| Steps in Hypothesis Testing Using the Z-test |
| Reflecting on the Confidence Level and Calculating the Confidence Interval |
| Types of Hypothesis Tests Using the Normal Distribution |
| Z-tests for Proportions |
| Summary |
| Appendix: Z-Tests and Sampling Size |
What Counts - Chapter 10: The Z-test and the Logic of Statistical Tests
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