B.A. in Mathematics - Romeoville - Illinois - Lewis University - Romeoville Campus - I1265

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B.A. in Mathematics

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B.A. in Mathematics - At the institution - Romeoville - Illinois

  • Course description

    Are you a problem-solver? Enjoy a challenge? Majoring in math will give you an abundance of challenges and provide a great foundation for a rewarding career.

    What can you do with a degree in math?

    Lewis University's Mathematics program prepares graduates for careers as actuaries, computer scientists, mathematicians, statisticians, teachers and more. Advanced skills in mathematics are a must in many science-related careers. A degree in math is also a strong background for many computer science and computer engineering jobs.

    As a math student, you will take advanced courses in algebra and calculus, along with electives in discrete mathematics, differential equations, probability and statistics, and more.

    Two degrees are offered in mathematics. The Bachelor of Science program is more challenging; it's recommended for students who plan to pursue graduate study. The Bachelor of Arts program is designed for students whose professional goals are math-related, but do not require additional graduate study.


    Total Credit Hours: 128
    Major Credit Hours: 40

    I. Core Courses (28)
    13-200 Calculus I (4)
    13-201 Calculus II (4)
    13-250 Calculus III (4)
    13-275 Linear Algebra (4)
    13-360 Advanced Calculus I (4)
    13-440 Abstract Algebra I (4)
    13-361 Advanced Calculus II (4)
    13-441 Abstract Algebra II (4)

    II. Select three electives from the following courses: (12)
    13-210 Discrete Mathematics (4)
    13-300 Differential Equations (4)
    13-315 Probability and Statistics (4)
    13-320 Theories of Geometry (4)
    13-330 History of Mathematics (4)
    13-350 Numerical Analysis (4)
    13-361 Advanced Calculus II (4)
    13-430 Complex Variables (4)
    13-441 Abstract Algebra II (4)

    III. The advanced writing requirement for Mathematics majors is satisfied by completing either a full year of Advanced Calculus (13-360 and 13-361) or a full year of Abstract Algebra (13-440 and 13-441).

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