MA 114 — Introduction to Finite Mathematics with Applications
Back to TeachingCourse Description
MA 114 introduces mathematical modeling techniques commonly used in behavioral, management, and biological sciences. Topics emphasize translating real-world problems into quantitative models using finite mathematics tools and interpreting results critically.
Topics Covered
- Elementary matrix algebra and solving linear systems
- Matrix inverses and input-output models
- Linear programming and the simplex method
- Sets, permutations, combinations, and probability
- Conditional probability and Bayes’ Theorem
- Markov chains and steady-state modeling
Learning Outcomes
By the end of the course, students will be able to:
- Solve applied linear systems using matrix methods
- Formulate and solve optimization problems via simplex method
- Apply combinatorics to model probability events
- Analyze probabilistic behavior using Markov models
- Interpret the long-term behavior of discrete dynamical systems
Textbooks & Resources
Waner & Costenoble
Finite Mathematics, 6th ed. — delivered via WebAssign
Also accessible through NC State Libraries.Recommended Tools
- ZweigMedia Finite Math Toolkit — interactive matrix solvers, simplex animations, probability demos
- Applied Finite Mathematics (Open Textbook) — full, free textbook aligned with MA 114 topics
- Desmos Graphing Calculator — for inequality visualization and LP regions
- NC State Moodle — access to WebAssign, grades, and announcements
Grading Breakdown
- WebAssign Homework — 20%
- Three Proctored Tests — 60% (20% each)
- Comprehensive Final Exam — 20%
Tips for Self-Guided Learning
- Use ZweigMedia to practice matrix algebra and linear programming with visual feedback
- Explore Open Textbook examples for clear walkthroughs of counting and probability
- Build LP intuition by visualizing constraint regions in Desmos
- Follow WebAssign deadlines closely and review test feedback on Moodle
This page summarizes the Spring 2024 version of MA 114. Policies and tools may evolve in future semesters.