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| Statistical Reasoning: Investigating a Claim of Discrimination | |
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| Discrimination in the Workplace: Data Exploration | |
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| Discrimination in the Workplace: Inference | |
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| Exploring Distributions of Data | |
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| Visualizing Distributions: Shape, Center, and Spread | |
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| Summarizing Center and Spread | |
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| Working with Summary Statistics | |
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| The Normal Distribution | |
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| Exploring the Relationship between Two Quantitative Variables | |
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| Scatterplots | |
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| Regression: Getting a Line on the Pattern | |
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| Correlation: The Strength of a Linear Trend | |
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| Diagnostics: Looking for Features That the Summaries Miss | |
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| Sample Surveys and Experiments | |
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| Random Sampling: Playing It Safe by Taking Chances | |
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| Why Take Samples, and How Not To | |
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| Experiments and Inference about Cause | |
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| Designing Experiments to Reduce Variability | |
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| Probability Models | |
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| Models of Random Behavior | |
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| The Addition Rule and Disjoint Events | |
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| Conditional Probability and the Multiplication Rule | |
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| Independent Events | |
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| Probability Distributions | |
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| Probability Distributions and Expected Value | |
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| Rules for Means and Variances of Probability Distributions | |
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| The Binomial Distribution | |
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| Sampling Distributions | |
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| Generating Sampling Distributions | |
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| Sampling Distribution of the Sample Mean | |
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| Sampling Distribution of the Sample Proportion | |
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| Inference for a Proportion | |
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| Estimating a Proportion with Confidence | |
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| Confidence Interval for a Proportion | |
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| A Significance Test for a Proportion: Interpreting a P-Value | |
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| A Significance Test for a Proportion: Making a Decision | |
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| Types of Errors and Power of a Test | |
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| Comparing Two Populations: Inference for the Difference of Two Proportions | |
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| A Confidence Interval for the Difference of Two Proportions | |
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| A Significance Test for the Difference of Two Proportions | |
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| Inference for Experiments and Observational Studies | |
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| Inference for a Mean | |
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| A Confidence Interval for a Mean | |
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| A Significance Test for a Mean: Interpreting a P-Value | |
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| Fixed-Level Tests | |
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| Comparing Two Populations: Inference for the Difference of Two Means | |
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| A Confidence Interval for the Difference of Two Means | |
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| A Significance Test for the Difference of Two Means | |
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| Inference for Paired Comparisons | |
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| Chi-Square Tests | |
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| Testing a Probability Model: The Chi-Square Goodness-of-Fit Test | |
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| The Chi-Square Test of Homogeneity | |
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| The Chi-Square Test of Independence | |
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| Inference for Regression | |
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| Variation in the Slope from Sample to Sample | |
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| Making Inferences about Slopes | |
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| Analysis of Variance | |
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| A New Look at the Two-Sample t-Test | |
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| One-Way ANOVA: When There Are More Than Two Groups | |
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| A Two-Way Analysis of Variance: The Effectiveness of Blocking | |
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| Two-Way ANOVA When the Treatments Have Factorial Structure | |
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| Multiple Regression | |
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| From One to Two Explanatory Variables | |
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| From Two to More Explanatory Variables, including Categorical Variables | |
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| Westvaco Revisited: Modern Distribution-Free Techniques | |
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| Dealing with Small Samples of Categorical Data: Exact Tests | |
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| Randomization Tests | |
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| Martin versus Westvaco Revisited: Testing a Claim of Discrimination | |
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| Statistical Tables | |
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| Table A: Standard Normal Probabilities | |
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| Table B: t-Distribution Critical Values | |
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| Table C: x<sup>2</sup> Critical Values | |
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| Table D: F-Distribution Critical Values | |
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| Table E: Random Digits | |
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| Glossary | |
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| Brief Answers to Practice Problems and Selected Exercises | |
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| Photo Credits | |
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| Index | |
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| To be delivered electronically (website): | |
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| Transformations for Bivariate Data: | |
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| When Conditions Aren't Met for Regression | |
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| The Geometric Distribution | |
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| Transformations for Univariate Data: When Conditions Aren't Met for a t-Test | |
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| Statistics in Action: Case Studies | |
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| Mum's the Word! | |
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| Keeping Tabs on Americans | |
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| Baseball: Does Money Buy Success? | |