Basic Statistical Analysis: Pearson New International Edition

Series
Pearson
Author
Richard C. Sprinthall  
Publisher
Pearson
Cover
Softcover
Edition
9
Language
English
Total pages
656
Pub.-date
November 2013
ISBN13
9781292026824
ISBN
1292026820
Related Titles


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9781292026824
Basic Statistical Analysis: Pearson New International Edition
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Description

The material in this user-friendly text is presented as simply as possible to ensure that students will gain a solid understanding of statistical procedures and analysis.

 

The goal of this book is to demystify and present statistics in a clear, cohesive manner. The student is presented with rules of evidence and the logic behind those rules. The book is divided into three major units: Descriptive Statistics, Inferential Statistics, and Advanced Topics in Inferential Statistics.

 

Every effort has been made to keep the writing as clear as possible and always aimed at the student's life space.  Computational procedures are laid out in a step-by-step, programmed format.  This is a straightforward presentation of the essentials of statistical analysis emphasizing the constant interaction between statistical techniques and the resarch methodology. 

Features

Written in an easy-to-read, engaging literary style with many new and interesting examples to hold student interest.

  • Includes definitions of key concepts in the glossary to prevent student confusion over terminology.
  • Provides a convenient summary at the end of each chapter to reinforce learning.
  • Numerous problems and test questions throughout the text allow students to apply what they have learned.
  • Introduces students to the language of research methodology and the basics of research reasoning (Ch. 9) prior to commencing   work on any inferential techniques, such as the independent t or Pearson r.
  • Provides methods for finding percentiles in Chapter 5.
  • Can be packaged with SPSS Student Version CD-ROM for an additional cost.

New to this Edition

There are some major additions and deletions for this edition.

  • A new unit which covers the issue of the lack of homogeneity of variance. 
  • New sections covering research issues and strategies in the area of criminal justice.
  • Inclusion of smaller data sets for students to practice. 
  • Research examples have been updated and carefully chosen for student interest as well as pedagogical purposes.
  • A new section, the statistical Rosetta Stone, illustrates all of the statistical symbols in the book for a quick reference for students.

 

Table of Contents

Preface

 

I. DESCRIPTIVE STATISTICS

1. Introduction to Statistics

Stumbling Blocks to Statistics

A Brief Look at the History of Statistics

Gertrude Cox (1900-1978)

Benefits of a Course in Statistics

General

Fields of Statistics

Summary

Key Terms and Names

Problems

2. Percentages, Graphs and Measures of Central Tendency

Percentage Changes-Comparing Increases with Decreases

Graphs

Measures of Central Tendency

Appropriate Use of the Mean

the Median and the Mode

Summary

Key Terms

Problems

Computer Problems

3. Variability

Measures of Variability

Graphs and Variability

Questionnaire Percentages

Key Terms

Computer Problems

4. The Normal Curve and z Scores

The Normal Curve

z Scores

Carl Friedrich Gauss (1777-1855)

Translating Raw Scores into z Scores

z Score Translation in Practice

Fun with your Calculator

Summary

Key Terms and Names

Problems

5. z Scores Revisited: T Scores and Other Normal Curve Transformations

Other Applications of the z Score

The Percentile Table

T Scores

Normal Cure Equivalents

Stanines

Grade-Equivalent Scores: A Note of Caution

The Importance of the z Score

Summary

Key Terms

Problems

6. Probability

The Definition of Probability

Blaise Pascal (1623-1662)

Probability and Percentage Areas of the Normal Curve

Combining Probabilities for Independent Events

A Reminder about Logic

Summary

Key Terms

Problems

II. INFERENTIAL STATISTICS

7. Statistics and Parameters

Generalizing from the Few to the Many

Key Concepts of Inferential Statistics

Techniques of Sampling

Sampling Distributions

Infinite versus Finite Sampling

Galton and the Concept of Error

Back to z

Some Words of Encouragement

Summary

Key Terms

Problems

8. Parameter Estimates and Hypothesis Testing

Estimating the Population Standard Deviation

Estimating the Standard Error of the Mean

Estimating the Population of the Mean: Interval Estimates and Hypothesis Testing

The t Ratio

The Type 1 Error

Alpha Levels

Effect Size

Interval  Estimates: No Hypothesis Test Needed

Summary

Key Terms

Problems

Computer Problems

9. The Fundamentals of Research Methodology

Research Strategies

Independent and Dependent Variables

The Cause-and-Effect Trap

Theory of Measurement

Research: Experimental versus Post Facto

The Experimental Method: The Case of Cause and Effect

Creating Equivalent Groups: The True Experiment

Designing the True Experiment

The Hawthorne Effect

Repeated-Measures Designs with Separate Control Groups

Requirements for the True Experiment

Post Facto-Research

Combination Research

Research Errors

Experimental Errors

Meta-Analysis

Methodology as a Basis for More Sophisticated Techniques

Summary

Key Terms

Problems

10. The Hypothesis of Difference

Sampling Distribution of Differences

Estimated Standard Error of Difference

Two-Sample t Test for Independent Samples

Significance

William Sealy Gossett (1876-1937)

Two-Tailed t Table

Alpha Levels and Confidence Level

The Minimum Difference

Outliner

One-Tail t Test

Importance of Having at Least Two Samples

Power

Effect Size

Summary

Key Terms

Problems

Computer Problems

11. The Hypothesis of Association: Correlation

Cause and Effect

The Pearson r

Interclass versus Intraclass

Karl Pearon (1857-1936)

Missing Data

Correlation Matrix

The Spearman r s’ 293 An Important Difference between the Correlation Correlation Coefficient and t Test

Summary

Key Terms and Names

Problems

Computer Problems

12. Analysis of Variance

Advantages of ANOVA

The Bonferroni Test

Ronald Aylmer, Fisher (1890-1962)

Analyzing the Variance

Applications of ANOVA

The Factorial ANOVA

Eta Square and d

Graphing the Interaction

Summary

Key Terms and Names

Problems

Computer Problems

13. Nominal Data and the Chi Square

Chi Square and Independent Samples

Locating the Difference

Chi Square Percentages

Square and z Scores

Chi Square and Dependent Samples

Requirements for Using Chi Square

Summary

Key Terms

Problems

Computer Problems

III. ADVANCED TOPICS IN INFERENTIAL STATISTICS

14. Regression Analysis

Regression of Y on X

Sir Francis Galton (1822-1911)

Standard Error of Estimate

Multiple R (Linear Regression with More Than Two Variables)

Path Analysis

The Multiple Rand Causation

Partial Correlation

Summary

Key Terms and Names

Computer Problems

15. Repeated-Measures and Matched-Subjects Designs With Interval Data

Problem of Correlated or Dependent Samples

Repeated Measures,

Paired t Ratio

Confidence Interval for Paired Differences

Within-Subjects Effect Size

Testing Correlated Experimental Data

Summary

Key Terms

Problems

Computer Problems

16. Nonparametrics Revisited: The Ordinal Case

Mann-Whitney U Test for Two Ordinal Distributions with Independent Selection

Kruskal-Wallis H Test for Three or More Ordinal Distributions with Independent Selection

Wicoxon T Test for Two Ordinal Distributions with Correlated Selection

Friedman ANOVA By Ranks for Three or More Ordinal Distributions with Correlated Selection

Advantages and Disadvantages of Nonparametric Tests

Summary

Key Terms

Problems

17. Tests and Measurements

Norm and Criterion Referencing: Relative Versus Absolute Performance Measure

The Problem of Bias

Test Reliability

Validityand Measurement Theory

Test Validity

Item Analysis

Summary

Key Terms

Problems

Computer Problems

 

Special Unit: The Binomial Case

Special Unit:  The Problem of Unequal Variance

 

Appendix A

 

Appendix B

 

Glossary

 

References

 

Answers to Odd-Numbered Items (and Within-Chapter Exercises)

 

Index

 

Statistical Hall of Fame Biographies

Gertrude Cox-Chapter 1

Carl Gauss-Chapter 4

Blaise Pascal-Chapter 6

William Gossett-Chapter 10

Karl Pearson-Chapter 11

Ronald Fisher-Chapter 12

Sir Francis Galton-Chapter 14

Ada Lovelace-Chapter 18