# Bachelor of Science Degree - Mathematics

**Degree Requirements:**

General Education Courses

Major Courses

Minor Courses

Electives

**Student Learning Outcomes**

A student successfully completing the above major will be able to:

- Analyze a problem, model the problem mathematically, solve the problem, and interpret the solution utilizing reflective decision making. (This learning outcome directly addresses Institutional Learning Outcomes I, II, III, and VI.)
- Working competently in the following areas of mathematics including calculus, geometry, analysis, algebra and statistics. (This learning outcome directly addresses Institutional Learning Outcome I, II, III and VI.)
- Demonstrate knowledge of the history and axiomatic structure of mathematics. (This learning outcome directly addresses Institutional Learning Outcome I, II, III, and VI.)
- Solve science and engineering problems by using various mathematical strategies. (This learning outcome directly addresses Institutional Learning Outcomes I, II, III, VI and VII.)

## Requirements

### Mathematics Major Courses

MATH 127 | Matrix Fundamentals | 2 |

MATH 165 | Calculus I | 4 |

MATH 166 | Calculus II | 4 |

MATH 208 | Discrete Mathematics | 3 |

MATH 259 | Multivariate Calculus | 4 |

MATH 266 | Introduction to Differential Equations | 4 |

MATH 326 | Abstract Algebra | 4 |

MATH 327 | Linear Algebra | 3 |

MATH 339 | Topics in Geometry | 2 |

MATH 365 | Vector Calculus | 3 |

MATH 411 | Introduction to Real Analysis | 4 |

MATH 425 | Mathematical Statistics | 4 |

MATH 430 | History of Mathematics | 3 |

MATH 491 | Mathematics Seminar | 1-6 |

One Credit Required |

Total Credit Hours: 45