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Introduction | |
Why You Need Statistics | |
Describing Variables | |
Tables and Diagrams | |
Describing Variables Numerically | |
Averages, Variation and Spread | |
Shapes of Distributions of Scores | |
Standard Deviations | |
The Standard Unit of Measurement in Statistics | |
Relationships Between Two or More Variables | |
Diagrams and Tables | |
Correlation Coefficients | |
Pearson Correlation and Spearman's Rho | |
Regression | |
Prediction with Precision | |
Samples and Populations | |
Generalising and Inferring | |
Statistical Significance for the Correlation Coefficient | |
A Practical Introduction to Statistical Inference | |
Standard Error: The Standard Deviation of the Means of Samples | |
T-Test: Comparing Two Samples of Correlated/Related Scores | |
The T-Test: Comparing Two Groups of Unrelated/Uncorrelated Scores | |
Chi-Squared Differences Between Samples of Frequency Data | |
Probity | |
Reporting Significance Levels Succintly | |
One-Tabled versus Two-Tabled Significance Testing | |
Ranking Tests: Non-Parametric Statistics | |
The Varience Ratio Test | |
The F Ratio to Compare Two Variances | |
Analysis of Variance (ANOVA) | |
Introduction to the One-Way Unrelated or Uncorrelated Anova | |
Analysis of Variance for Correlated Scores or Repeated Measures | |
Two-Way Analysis of Variations for Unrelated/Uncorrelated Scores | |
Two Experiments for the Price of One? Multiple Comparisons in ANOVA | |
Just Where do the Differences Lie? More on the Analysis of Variance (ANOVA) | |
Special Variants of the Approach | |
Statistics and the Analysis of Experiments | |
Partial Correlation | |
Spurious Correlation | |
Third Variables | |
Suppressor Variables | |
Factor Analysis | |
Simplifying Complex Data | |
Multiple Regression and Multiple Correlation | |
Path Analysis | |
The Analysis of a Questionnaire/Survey Project | |
Statistical Power Analysis | |
Do My Findings Matter? | |
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