* Introduction
Part I: Descriptive Statistics
* Frequency Distributions
* Graphic Representation
* Central Tendency
* Variability
* Normal Distributions and Standard Curves
* Correlation
* Regression and Prediction
Part II: 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
* Inferences About the Pearson Correlation Coefficient
* Statistical "Power" (and How to Increase It)
* Comparing the Means of Three or More Independent Samples: One-Way Analysis of Variance
* Factorial Analysis of Variance: Two-Way ANOVA
* Chi-Square and Frequency Data
* Some (Almost) Assumption-Free Tests
Appendices
* Review of Basic Mathematics
* Answers to Questions and Problems
* Statistical Tables