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Chapter 1: Introduction. PART ONE: DESCRIPTIVE STATISTICS. Chapter 2: Frequency Distributions. Chapter 3: Graphic Representation. Chapter 4: Central Tendency. Chapter 5: Variability. Chapter 6: Normal Distribution and Standard Scores. Chapter 7: Correlation. Chapter 8: Regression and Prediction. PART TWO: INFERENTIAL STATISTICS. Chapter 9: Probability and Probability Distributions. Chapter 10: Sampling Distributions. Chapter 11: Testing Statistical Hypotheses About m When s is Known: The One-Sample Z Test. Chapter 12: Estimation. Chapter 13: Testing Statistical Hypotheses About m When s is Not Known: The One-Sample t Test. Chapter 14: Comparing the Means of Two Populations: Independent Samples. Chapter 15: Comparing the Means of Dependent Samples. Chapter 16: Comparing the Means of Three or More Independent Samples: One-Way Analysis of Variance. Chapter 17: Inferences About Pearson Correlation Coefficient. Chapter 18: Making Inferences From Frequency Data. References. Appendix A: Review of Basic Mathematics. Appendix B: Answers to Selected End-of-Chapter Problems. Appendix C: Statistical Tables. Index.