2025-2026 General Catalog [Effective Fall 2025]
Mathematics - Actuarial Science Emphasis (BS)
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Return to: Bachelor’s Degrees
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Bachelor of Science (BS) Degree Requirement (12 Credits*)
- Bachelor of Science Degree - Math or Science minimum requirement 12 Credits
* Note: A portion of the BS requirements may be met by fulfilling the General Education Core and Breadth Areas. Consult your Student Success Advisor for details. General Education Requirement (28+ Credits)
See General Education for course options. - Core Course Requirements (12+ Credits)
- Breadth Area Requirements (16+ Credits)
Mathematics - Actuarial Science Curriculum (61 Credits)
Support Core Requirements (6 Credits)
Core Requirements (55 Credits)
Complete One of the Following (3 Credits)
Elective Course (3 Credits)
- Any upper-division MATH course numbered between 3100 and 4800. MATH 3190 is strongly recommended.
Free Electives and University Requirements
Students’ total free elective credit is determined by their General Education courses taken, degree type selected (if applicable), additional credits earned, and any additional math or other prerequisite courses needed. Some students and/or programs may not have any free electives. For a bachelor’s degree, students must earn - A minimum of 120 total credits;
- A minimum cumulative GPA of 2.0 in both SUU coursework and combined transfer/SUU coursework;
- 40 upper-division credits , 20 of which are earned from SUU (students may need to select additional upper-division courses not included in their major requirements in order to reach this minimum 40); and
- 30 credits completed through SUU.
Total Credits, BS Degree: 120
Program Learning Outcomes
Graduates of the Mathematics and Mathematics Education programs will have an ability to: - Use standard mathematical techniques to solve computational problems.
- Demonstrate knowledge of fundamental mathematical concepts and results in the core content areas.
- Use content knowledge to solve applied and real-world mathematical problems.
- Communicate mathematics effectively using proper notation and terminology.
- Use logical reasoning to construct clear and concise mathematical proofs.
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Return to: Bachelor’s Degrees
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