Mathematics, B.A.

Program Learning Outcomes

Students who complete the B.A. program in Mathematics will be able to:

1. Demonstrate facility with analytical concepts.
2. Write proofs.
3. Demonstrate facility with algebraic structures.
4. Apply their mathematical knowledge to solve problems.
5. Use technology to solve problems.
6. Speak about their work with precision, clarity and organization.
7. Write about their work with precision, clarity and organization.
8. Collaborate effectively in teams.
9. Demonstrate preparation for:
   1. Careers that use mathematics in business, industry, government and the non-profit sector;
   2. Graduate study in fields related to mathematics; and
   3. Teaching mathematics and computer science at the secondary level.

Lower-Division Requirements

• MTH 164 - Calculus I (GE) (4)
• MTH 174 - Calculus II (4)
• MTH 233 - Linear Algebra (3)
• MTH 242 - Number Theory with Proofs (2)
• MTH 274 - Calculus III (4)
• CSC 143 - Introduction to Computer Programming (3)
• CSC 153 - Fundamentals of Computer Science (3)

Upper-Division Requirements

• MTH 352 - History of Mathematics (2)
• MTH 382 - Mathematical Statistics (2)
• MTH 481 - Senior Seminar in Mathematics (1)

Note(s):

An elective class may not count as both upper-division core and a required “additional elective.”