Statistics for Public Health (HLTH 10)
by Silvie Grote
- Publisher
- Irvine Valley College
- Subjects
- Medicine
- Licence
- CC BY-NC 4.0, as LibreTexts states it. Non-commercial use only.
- Who can read
- Teens profiles and older, judged from its title and subjects
Contents
LibreTexts writes equations in TeX, and here they show as TeX; the PDF has them typeset.
- Front Matter
- TitlePage
- InfoPage
- Table of Contents
- Licensing
- New Page
- 1: Introduction to Statistics for Kinesiology and Public Health
- 1.1: Introduction
- 1.2: Chapter 1 Introduction
- 1.3: Definitions of Statistics, Probability, and Key Terms
- 1.4: Data, Sampling, and Variation in Data and Sampling
- 1.5: Levels of Measurement
- 1.6: Experimental Design and Ethics
- 1.7: Key Terms
- 1.8: Chapter Review
- 1.9: References
- 2: Descriptive vs Inferential Statistics
- 2.1: Introduction
- 2.2: Display Data
- 2.3: Measures of the Location of the Data
- 2.4: Key Terms
- 2.5: Chapter Review
- 2.6: Formula Review
- 2.7: References
- 3: Summarizing Data Graphically and Numerically
- 3.1: Measures of the Center of the Data
- 3.2: Sigma Notation and Calculating the Arithmetic Mean
- 3.3: Geometric Mean
- 3.4: Skewness and the Mean, Median, and Mode
- 3.5: Measures of the Spread of the Data
- 3.6: Key Terms
- 3.7: Chapter Review
- 3.8: Formula Review
- 3.9: References
- 4: Sample Spaces and Probability
- 4.1: Introduction
- 4.2: Terminology
- 4.3: Independent and Mutually Exclusive Events
- 4.4: Two Basic Rules of Probability
- 4.5: Contingency Tables and Probability Trees
- 4.6: Venn Diagrams
- 4.7: Key Terms
- 4.8: Chapter Review
- 4.9: Formula Review
- 4.10: References
- 5: Random Variables and Expected Values
- 5.1: Introduction
- 5.2: Properties of Continuous Probability Functions
- 5.3: The Uniform Distribution
- 5.4: The Exponential Distribution
- 5.5: Key Terms
- 5.6: Chapter Review
- 5.7: Formula Review
- 5.8: References
- 6: Types of Studies
- 6.1: Research Methods for Kinesiology and Public Health
- 7: Sampling Methods and Sampling Distribution
- 8: Discrete/Binomial Distributions
- 8.1: Binomial Distribution
- 8.2: Geometric Distribution
- 8.3: Poisson Distribution
- 8.4: Key Terms
- 8.5: Chapter Review
- 8.6: Formula Review
- 8.7: References
- 9: Continuous/Normal Distributions
- 9.1: Introduction
- 9.2: The Standard Normal Distribution
- 9.3: Using the Normal Distribution
- 9.4: Key Terms
- 9.6: References
- 10: The Central Limit Theorem
- 10.1: Introduction
- 10.2: The Central Limit Theorem for Sample Means (Averages)
- 10.3: Using the Central Limit Theorem
- 10.4: Key Terms
- 10.5: Chapter Review
- 10.6: Formula Review
- 11: Estimation and Confidence Intervals
- 11.1: Introduction
- 11.2: A Confidence Interval When the Population Standard Deviation Is Known or Large Sample Size
- 11.3: A Confidence Interval When the Population Standard Deviation Is Unknown and Small Sample Case
- 11.4: A Confidence Interval for A Population Proportion
- 11.5: Calculating the Sample Size n- Continuous and Binary Random Variables
- 11.6: Key Terms
- 11.7: Chapter Review
- 11.8: Formula Review
- 11.9: References
- 12: Hypothesis Testing and Inference - Part 1
- 12.1: Introduction
- 12.2: Null and Alternative Hypotheses
- 12.3: Outcomes and the Type I and Type II Errors
- 12.4: Probability Distribution Needed for Hypothesis Testing
- 12.5: Full Hypothesis Test Examples
- 12.6: Introduction to Comparing Population Means
- 12.7: Comparing Two Independent Population Means
- 12.8: Cohen's Standards for Small, Medium, and Large Effect Sizes
- 12.9: Test for Differences in Means- Assuming Equal Population Variances
- 12.10: Comparing Two Independent Population Proportions
- 12.11: Two Population Means with Known Standard Deviations
- 12.12: Matched or Paired Samples
- 12.13: Key Terms
- 12.14: Chapter Review
- 12.15: Formula Review
- 12.16: References
- 13: Hypothesis Testing and Inference - Part 2
- 13.1: Introduction
- 13.2: Facts About the Chi-Square Distribution
- 13.3: Test of a Single Variance
- 13.4: Goodness-of-Fit Test
- 13.5: Test of Independence
- 13.6: Comparison of the Chi-Square Tests
- 13.7: Key Terms
- 13.8: Chapter Review
- 13.9: Formula Review
- 14: F Distribution and One-Way ANOVA
- 14.1: Introduction
- 14.2: Test of Two Variances
- 14.3: One-Way ANOVA
- 14.4: The F Distribution and the F-Ratio
- 14.5: Facts About the F Distribution
- 14.6: Key Terms
- 14.7: Chapter Review
- 14.8: Formula Review
- 14.9: References
- 15: Linear Regression and Correlation
- 15.1: Introduction
- 15.2: The Correlation Coefficient r
- 15.3: Testing the Significance of the Correlation Coefficient
- 15.4: Linear Equations
- 15.5: The Regression Equation
- 15.6: Interpretation of Regression Coefficients- Elasticity and Logarithmic Transformation
- 15.7: Predicting with a Regression Equation
- 15.8: Key Terms
- 15.9: Chapter Review
- 16: The Use of Technology for Statistics
- 16.1: General purpose software
- 16.2: Statistical software
- 16.3: The very short history of the S and R
- 16.4: Use, advantages and disadvantages of the R
- 16.5: How to download and install R
- 16.6: How to start with R
- 16.7: R and Data
- 16.8: R graphics
- Back Matter
- Index
- Glossary
- Detailed Licensing
- Detailed Licensing