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Introduction
Acknowledgements
1.1. Introduction to Algebra
1.2. Equations
1.3. Measurement Systems
1.4. Ratios, Rates, and Percent
1.5. Exponents and Scientific Notation
1.6. Practice question answers
2.1. Graphing a Linear Equation
2.2. Slope of a Line
2.3. Equation of a Line
2.4. Applications
2.5. Practice question answers
3.1. Introduction to Functions
3.2. Domain and Range
3.3. Rates of Change and Behaviour of Graphs
3.4. Quadratic Functions
3.5. Practice question answers
4.1. Exponential Functions
4.2. Logarithmic Functions
4.3. Exponential and Logarithmic Models
4.4. Practice question answers
5.1. Set Theory and Venn Diagrams
5.2. Multiplication Axiom
5.3. Permutations
5.4. Combinations
5.5. Practice question answers
6.1. Sample Spaces and Probability
6.2. Mutually Exclusive Events and the Addition Rule
6.3. Probability Using Tree Diagrams and Combinations
6.4. Conditional Probability
6.5. Independent Events
6.6. Practice question answers
7.1. Binomial Probability
7.2. Bayes' Formula
7.3. Expected Value and Tree Diagrams
7.4. Markov Chains
7.5. Practice question answers
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Mathematics for Public and Occupational Health Professionals Copyright © 2019 by Ian Young is licensed under a Creative Commons Attribution-ShareAlike 4.0 International License, except where otherwise noted.