
External
Math for Liberal Arts
- Author
- Ashley McHale
- Publisher
- Las Positas College
- Source
- LibreTexts
- Language
- EN
- Category
- Basic Sciences
Contents· 75 sections
- 01: Problem Solving
- 1.01: Introduction
- 1.02: Percents
- 1.03: Proportions and Rates
- 1.04: Geometry
- 1.05: Problem Solving and Estimating
- 1.06: Exercises
- 1.07: Extension - Taxes
- 1.08: Income Taxation
- 02: Set Theory
- 2.01: Language of Sets
- 2.02: Comparing Sets
- 2.03: Set Operations
- 2.04: Survey Problems
- 03: Logic
- 3.01: Statements Connectives and Quantifiers
- 3.02: Truth Tables- Conjunction (and) Disjunction (or) Negation (not)
- 3.03: Truth Tables- Conditional Biconditional
- 3.04: Verifying Arguments
- 04: Graph Theory
- 4.01: Graphs
- 4.02: Hamiltonian Circuits and the Traveling Salesman Problem
- 4.03: Shortest Path
- 4.04: Spanning Trees
- 05: Numeration Systems
- 5.01: The Evolution of Numeration Systems
- 5.02: Place Value Systems
- 5.03: Calculating in Other Bases
- 5.04: Modular Systems
- 06: Cryptography
- 6.01: Cryptography
- 6.02: Substitution Ciphers
- 6.03: Transposition Ciphers
- 6.04: Advanced shared symmetric-key methods
- 6.05: Public Key Cryptography
- 6.06: Other Secret Keeping Methods
- 6.07: The One-Way Function
- 6.08: The key exchange
- 07: Algebraic Models
- 7.01: Linear Equations
- 7.02: Modeling with Linear Equations
- 7.03: Modeling with Quadratic Equations
- 7.04: Exponential Growth
- 08: Consumer Mathematics
- 8.01: Percent
- 8.02: Simple and Compound Interest
- 8.03: Credit Cards
- 8.04: Annuities
- 8.05: Amortized Loans
- 09: Geometry
- 9.01: Lines and Angles
- 9.02: Polygons
- 9.03: Perimeter and Area
- 9.04: Geometric Symmetry and Tessellations
- 9.05: Fractals
- 9.06: Sequences
- 10: Apportionment
- 10.01: Hamiltons Method
- 10.02: Huntington-Hill Method
- 11: Voting Systems
- 11.01: Voting Methods
- 11.02: Defects in Voting Methods
- 11.03: Weighted Voting
- 12: Counting
- 12.01: The Fundamental Counting Principle
- 12.02: Permutations and Combinations
- 13: Probability
- 13.01: The Basics of Probability Theory
- 13.02: Complements and Unions of Events
- 13.03: Conditional Probability and Intersections of Events
- 14: Descriptive Statistics
- 14.01: Organizing and Visualizing Data
- 14.02: Measures of Central Tendency
- 14.03: Measures of Dispersion
- 14.04: The Normal Distribution