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Introduction to Finite Mathematics
Contents
Preface to the Third Edition
Chapter 1 Compound Statements
1 Purpose and Theory
2 The Most Common Connectives
9 The Indirect Method of Proof
Chapter 2 Sets and Counting Problems
1 Introduction
3 The Relationship Between Sets and Compound Statements
6 Some Properties of Binomial Coefficients
7 Applications of Counting Techniques
Chapter 3 Probability Theory
1 Introduction
2 Properties of a Probability Measure
7 Bayes's Probabilities
8 Independent Trials with Two Outcomes
9 The Law of Large Numbers
10 Independent Trials with More than Two Outcomes
13 Gambler's Ruin
Chapter 4 Vectors and Matrices
1 Column and Row Vectors
2 The Product of Vectors; Examples
3 Matrices and Their Combination with Vectors
4 The Addition and Multiplication of Matrices
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