## Curriculum & Requirements

**Mathematics Major, Bachelor of Science (BS)**

The program leading to a BS in Mathematics is rigorous, but flexible. All students enroll in the core of 55 credits of mathematics, and also choose at least three electives in mathematics. Then, there is a choice of electives outside of mathematics that gives students a background in fields where mathematics is heavily used in industry and government. Therefore, this degree prepares students for a career in industry or government or for graduate study in mathematics or a closely related field.

**Prerequisite Grade Policy: **students must have earned a grade ≥C or better in any course that is to be used to satisfy a prerequisite requirement for a subsequent mathematics course offered by the Eastern Washington University Department of Mathematics.

**Grade Requirements: **students must receive a grade ≥C in each course used to satisfy the requirements of an undergraduate major or minor in mathematics.

| CALCULUS I | 5 |

| CALCULUS II | 5 |

| CALCULUS III | 5 |

| FOUNDATIONS OF MATHEMATICS | 5 |

| LINEAR ALGEBRA | 5 |

| CALCULUS IV | 5 |

| INTRODUCTORY DIFFERENTIAL EQUATIONS | 4 |

| PROBABILITY AND STATISTICAL INFERENCE I | 5 |

| RINGS AND POLYNOMIALS | 5 |

| NUMERICAL METHODS | 5 |

| CONTINUOUS FUNCTIONS | 5 |

| |

| PHYSICAL CHEMISTRY | |

| PHYSICAL CHEMISTRY | |

| PHYSICAL CHEMISTRY | |

| PROGRAMMING PRINCIPLES I | |

| PROGRAMMING PRINCIPLES II | |

| DATA STRUCTURES | |

| C++ PROGRAMMING | |

| ALGORITHMS | |

| OPERATING SYSTEMS | |

| AUTOMATA AND COMPILERS | |

| INTELLIGENT SYSTEMS | |

| ADVANCED ALGORITHMS | |

| INTERMEDIATE MICROECONOMIC THEORY | |

| INTERMEDIATE MACROECONOMIC THEORY | |

| ECONOMETRICS | |

| MATHEMATICAL ECONOMICS | |

| SIGNALS AND SYSTEMS I | |

| SIGNALS AND SYSTEMS II | |

| DIGITAL SIGNAL PROCESSING | |

| DIGITAL COMMUNICATION SYSTEMS | |

| CONTROL SYSTEMS | |

| DIGITAL CONTROL SYSTEMS | |

| DISCRETE MATHEMATICS WITH APPLICATIONS | |

| NUMBER THEORY | |

| ADVANCED LINEAR ALGEBRA | |

| APPLIED GROUP THEORY | |

| GALOIS THEORY | |

| NUMERICAL LINEAR ALGEBRA | |

| NUMERICAL ANALYSIS | |

| DIFFERENTIAL EQUATIONS | |

| PARTIAL DIFFERENTIAL EQUATIONS | |

| ADVANCED CALCULUS I | |

| ADVANCED CALCULUS II | |

| FOUNDATIONS OF GEOMETRY | |

| COMPLEX ANALYSIS | |

| PROBABILITY AND STATISTICAL INFERENCE II | |

| PROBABILITY AND STATISTICAL INFERENCE III | |

| FINITE ELEMENT ANALYSIS | |

| CLASSICAL MECHANICS I | |

| CLASSICAL MECHANICS II | |

| SPECIAL RELATIVITY | |

| QUANTUM PHYSICS I: INTRODUCTION | |

| ELECTROMAGNETISM I | |

| ELECTROMAGNETISM II | |

| ELECTROMAGNETISM III | |

| SENIOR THESIS | 5 |

Total Credits | 94 |

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