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Mathematics for Liberal Arts

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Mathematics for Liberal Arts

Mathematics
Author
Jennifer Gerry
Publisher
Laney College
Source
LibreTexts
License
CC BY-NC-SA
Language
EN
Category
Basic Sciences
Read online Download PDF (open licence)
Contents· 64 sections
  1. 01: Sets and Venn Diagrams
  2. 1.01: Basics of Sets
  3. 1.02: Union Intersection and Complement
  4. 1.03: Venn Diagrams
  5. 1.04: Cardinality
  6. 1.05: Exercises
  7. 02: Logic
  8. 2.01: Statements- Compound Conditional and Biconditional
  9. 2.02: Truth Tables- Conjunction (and) Disjunction (or) Negation (not)
  10. 2.03: Truth Tables- Conditional Biconditional
  11. 2.04: Verifying Arguments
  12. 2.4.01: Statements Connectives and Quantifiers
  13. 03: Probability
  14. 3.01: Introduction to Probability
  15. 3.02: Basic Concepts
  16. 3.03: Working with Events
  17. 3.04: Bayes Theorem
  18. 3.05: Counting
  19. 3.06: Expected Value
  20. 3.07: Exercises
  21. 04: Descriptive Statistics
  22. 4.01: Numerical Summaries of Data
  23. 4.02: Measures of Central Tendency
  24. 4.03: Measures of Variation
  25. 4.04: Exercises
  26. 05: Normal Distribution
  27. 5.01: The Standard Normal Probability Distribution
  28. 5.02: The Density Curve of a Normal Distribution
  29. 5.03: Application of Normal Distributions
  30. 5.04: The Central Limit Theorem
  31. 5.05: Exercises
  32. 06: Geometry
  33. 6.01: Lines
  34. 6.02: Angle Classifications
  35. 6.03: Parallel Lines
  36. 6.04: Proportions
  37. 6.04: Similar Triangles
  38. 6.5.01: Proportions
  39. 6.5.02: Similar Triangles
  40. 6.5.03: Transversals to Three Parallel Lines
  41. 6.5.04: Pythagorean Theorem
  42. 6.5.05: Special Right Triangles
  43. 6.5.06: Distance from a Point to a Line
  44. 6.06: Similar Triangles
  45. 6.07: The SSS Theorem
  46. 6.08: The SAS Theorem
  47. 6.09: The SSS Theorem
  48. 6.10: Pythagorean Theorem
  49. 07: Graph Theory
  50. 7.01: Introduction
  51. 7.02: Graphs
  52. 7.03: Shortest Path
  53. 7.04: Euler Circuits and the Chinese Postman Problem
  54. 7.05: Eulerization and the Chinese Postman Problem
  55. 7.06: Hamiltonian Circuits and the Traveling Salesman Problem
  56. 7.07: Spanning Trees
  57. 7.08: Exercise
  58. 08: Measurement
  59. 8.01: U.S. Customary Measurement System
  60. 8.02: Metric Units of Measurement
  61. 8.03: Temperature and Time
  62. 8.04: Conversion Between the Metric and US Customary Systems of Measurement
  63. 8.05: Chapter Review and Glossary
  64. 8.06: Exercises