Program at a Glance
- Program
- Bachelor
- College(s)
- College of Sciences
- Department(s)
- Mathematics


The Mathematics B.S. program provides students with a sound mathematical education in preparation for academic, industrial or governmental employment as well as advanced study in mathematics or related disciplines while also fostering analytical skills, initiatives, and independence that are useful in problem-solving in general.
Students select from one of six tracks: a general track that provides students with the greatest flexibility in their learning plan and five specialized tracks (Mathematical Biology, Mathematical Economics, Computational, Engineering/Physics, Mathematical Data Analysis) that are designed to provide students with advisement and guidance in developing mathematical ideas and processes in particular areas of application.
Degree Requirements
- Students who change degree programs and select this major must adopt the most current catalog.
- Departmental Residency Requirement: at least 24 semester hours of regularly scheduled 3000-4000 level courses must be taken from the UCF Mathematics Department.
- Students must earn at least a "C" (2.0) in each course used to satisfy a requirement.
- Students must achieve a minimum cumulative GPA of 2.0 in all courses satisfying major requirements.
- Co-op or internship credit cannot be used in this major.
- Students should consult with a departmental advisor.
- All prerequisites of courses taught within the College of Sciences will be enforced.
- Courses designated in the General Education Program and the Common Program Prerequisites are usually completed in the first 60 hours.
- Prior to enrolling in CHM2045 and any MAC course, you must take the Chemistry Placement Test and Math Placement Test ~ https://www.sdes.ucf.edu/placement-tests/
- Note: The following courses will not satisfy any Math degree requirements:
- MTG 4212 - Modern Geometries
- MHF 4404 - History of Mathematics

Highlights



Undergraduate Application Deadlines
- Fall
- May 1
- Spring
- November 1
- Summer
- March 1
- Fall
- July 1
- Spring
- November 1
- Summer
- March 1
- Fall
- March 1
- Spring
- September 1
- Summer
- January 1
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Course Overview
Ordinary Differential Equations I
Methods of solution for first order equations. Linear equations. Laplace transforms. Series solutions. Selected applications.
Calculus with Analytic Geometry I, II and III
Three-part series. First course covers limits, continuity, differentiation of algebraic and trigonometric functions; applications of derivatives; integration and the fundamental theorem of calculus; applications of definite integrals. In the second course, you’ll explore a study of techniques of integration, selected topics in analytic geometry, polar coordinates, sequences and series, parametric equations, indeterminate forms, and application of the definite integral. The final course covers geometry of higher dimensional Euclidean space; vectors and vector functions; partial derivatives; multiple integrals; line integrals; vector fields; Green’s Theorem and Stoke’s Theorem.
Logic and Proof in Mathematics
Basic mathematical logic. Methods of proof in mathematics. Application of proofs to elementary mathematical structures.
Mathematics Skills You'll Learn
- Examine complex data problems, make sense of them and generate potential solutions
- Use reasoning, logic and analysis when working through various scenarios
- Have a flexible problem-solving mindset to achieve success on different teams in a variety of industries
- Apply mathematical theory to real-world problems to determine the best outcome
Career Opportunities
- Actuary
- Mathematician
- Statistician
- Operations Research Analyst
- Data Scientist
- Post-Secondary Mathematics Teacher
College of Sciences News



