Bachelor degree in Mathematics Applied Math at Columbus State University

 

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Bachelor Degree in Mathematics Applied Math at Columbus State University

Columbus State University
Bachelor degree
Mathematics
Applied Math

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-Degree Requirements-
School Location
The Department of Mathematics offers student-centered programs and quality instruction by expert faculty. We equip all students with problem solving skills and a general knowledge of mathematics enabling them to function as educated citizens. Our degree programs prepare students for promising careers in industry, teaching at the high school or college level, and research. We also offer academic minors in mathematics, philosophy, and statistics for students interested in strengthening their quantitative and/or analytical skills while pursuing another major.

The department offer degree option in Bachelor of Science in Mathematics-Applied Math Concentration. Graduates of the math program will cultivate the capabilities for presenting logical arguments, thinking abstractly, and formulating and solving problems. These attributes ready the student for a lifetime of continued learning.

The Applied Math concentration prepares the student for a career in industry. The student in Applied Math may select from two preparation tracks - actuarial science and statistics. Students who pursue the actuarial science track are encouraged to take the professional exams offered by the Society of Actuaries. Graduates with the BS - Applied Math might consider a career as an actuary, statistician, computer programmer, systems analyst, financial analyst, or engineering analyst.

Expected Outcomes
Graduates from all of the math programs will have:
  • an understanding of calculus and an ability to use calculus in applications
  • knowledge of algebraic structures
  • knowledge of the real numbers, functions, the topological properties of R, differentiation, and integration
  • knowledge of and the ability to apply probability density functions
  • knowledge of appropriate mathematical models
  • the ability to think critically
  • the ability to understand mathematical arguments and to construct mathematical proofs
  • the ability to use computational devices and software in problem solving situations
  • communication skills to acquire, develop, and convey mathematical knowledge

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