Mathematics, B.S.

Program outcomes

The student will:

• Understand and apply the fundamental principles, concepts and techniques of all major areas of Mathematics, including algebra, calculus, analysis, geometry, discrete mathematics, probability and statistics
• Demonstrate strong problem-solving skills: state problems carefully, articulate assumptions, be willing to try different approaches, devise and test conjectures, reason logically to conclusions and interpret results intelligently
• Create and evaluate rigorous mathematical arguments and proofs; describe objects and processes using precise language
• Read mathematical literature with understanding; interpret graphs and diagrams
• Communicate mathematical ideas with clarity and coherence through writing and speaking
• Demonstrate familiarity with a broad range of applications of Mathematics to other subject areas and to the real world
• Use computer technology as a tool for solving problems and as an aid to understanding mathematical ideas

Admission and continuation requirements:

A minimum grade of C- must be earned in each course required for the major/minor and a minimum GPA of 2.33 must be earned in the required courses.