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| Introduction | |
| Descriptive Statistics | |
| Frequency Distributions | |
| Graphic Representation | |
| Central Tendency | |
| Variability | |
| Normal Distributions and Standard Scores | |
| Correlation | |
| Regression and Prediction | |
| Inferential Statistics | |
| Probability and Probability Distributions | |
| Sampling Distributions | |
| Testing Statistical Hypotheses about m When s Is Known: The One-Sample z Test | |
| Estimation | |
| Testing Statistical Hypotheses about m When s Is Not Known: The One-Sample t Test | |
| Comparing the Means of Two Populations: Independent Samples | |
| Comparing the Means of Dependent Samples | |
| Comparing the Means of Three or More Independent Samples: One-Way Analysis of Variance | |
| Inferences about the Pearson Correlation Coefficient | |
| Making Inferences from Frequency Data | |
| Statistical Power" (and How to Increase It) | |
| Epilogue | |
| References | |
| Review of Basic Mathematics | |
| Answers to Selected End-of-Chapter Problems | |
| Statistical Tables | |
| Index | |
| Useful Formulas | |
| Glossary | |
| Table of Contents provided by Publisher. All Rights Reserved. |