Course variations

Course summary

The B.S. in Mathematics curriculum provides the student with a basic background in mathematics and allows a student to place some emphasis on an area of mathematics that is closely related to engineering, the biological, physical, or social sciences.

Program modules

The modules include MTH 1321, 1322, 2321 Calculus I-III, MTH 2311 Linear Algebra, MTH 3312 Foundations of Combinatorics and Algebra, MTH 3323 Intro to Analysis, MTH 3325 Differential Equations, MTH 4314 Abstract Algebra, MTH 4316 Linear Algebra and Matrix Theory, MTH 4326 Advanced Calculus I, MTH 4327 Advanced Calculus II, STA 4386 Mathematical Statistics II.

Entry requirement for international students

Applicants graduated from a private high school (including home school) not officially recognized by the state in which the school is located (by the country if an international school) must normally be 17 before the first day of class unless the GED certificate is submitted prior to registration. Eligibility for consideration for admission to Baylor is established by competitive high school performance and by competitive scores on either the American College Test (ACT) or the Scholastic Assessment Test (SAT). In connection with these admissions criteria, it should be noted that Baylor students as a group demonstrate well above average academic achievement and potential. Students should have an official statement of the completion of one year of full-time study at a school where English is the official language of instruction, or an official SAT Verbal score of 470 or ACT English score of 20, or an official TOEFL score of 540 on the paper-based test or 207 on the computer based test or 76 on the internet based TOEFL (iBT), or an official ILETS score of 6.0.

Qualification

Bachelor degree

Awarding body

Baylor University

Department name

College of Arts and Sciences, Department of Mathematics