Statistics A Gentle Introduction 3rd Edition Coolidge Test Bank

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Product details:

• ISBN-10 ‏ : ‎ 9781412991711
• ISBN-13 ‏ : ‎ 978-1412991711
• Author: Frederick L. Coolidge 

With Statistics: A Gentle Introduction, Third Edition, an introductory stats class needn′t be difficult or dull! Frederick L. Coolidge specifically designed his text to curtail students′ anxieties and minimize unnecessary formulas, while providing a comprehensive review of basic statistical designs and analyses. A wealth of additional real-world examples have been included to give a sense of how the science of statistics works, solves problems, and helps us make informed choices about the world we live in. The author minimizes the use of formulas, but provides a step-by-step approach to their solution, and includes a glossary of key terms, symbols, and definitions at the end of each chapter.

Table of contents:

PrefaceAcknowledgmentsAbout the Author

1. A Gentle Introduction

2. Descriptive Statistics: Understanding Distributions of Numbers

3. Statistical Parameters: Measures of Central Tendency and Variation

4. Standard Scores, the Z Distribution, and Hypothesis Testing

5. Inferential Statistics: The Controlled Experiment, Hypothesis Testing, and the z Distribution

6. An Introduction to Correlation and Regression

7. The t Test for Independent Groups

8. The t Test for Dependent Groups

9. Analysis of Variance (ANOVA): One-Factor Completely Randomized Design

10. After a Significant Analysis of Variance: Multiple Comparison Tests

11. Analysis of Variance (ANOVA): One-Factor Repeated-Measures Design

12. Analysis of Variance: Two-Factor Completely Randomized Design

13. Post Hoc Analysis of Factorial ANOVA

14. Factorial ANOVA: Additional Designs

15. Nonparametric Statistics: The Chi-Square Test

16. Other Statistical Parameters and Tests

Appendix A: z Distribution

Appendix B: t Distribution

Appendix C: Spearman’s Correlation

Appendix D: The Chi-Square Distribution

Appendix E: F Distribution

Appendix F: Tukey’s TableReferencesIndex

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