Bachelor of Science in Mathematics at Indiana University East

Cost: Not available

Indiana University East, USA

Type: Undergraduate Duration: 4.0 years

Explore the Bachelor of Science in Mathematics program at Indiana University East. This program is offered in USA and provides an excellent learning opportunity in Undergraduate studies.

The online Bachelor of Science in Mathematics at Indiana University East is designed to provide students with a comprehensive understanding of mathematical principles and their applications. This program requires the completion of 120 credit hours, including core courses in calculus, linear algebra, modern algebra, real analysis, and mathematical modeling. Students can also choose from a variety of electives, allowing them to specialize in areas such as financial mathematics or pure mathematics. The curriculum emphasizes logical reasoning, quantitative problem-solving, and data analysis, preparing graduates for careers in fields like actuarial science, data analysis, and education. The program is fully online, offering flexibility for students to balance their studies with other commitments, and is suitable for those considering further graduate studies in mathematics.

University
Indiana University East
University Location
USA (Online)
Program Duration
4.0 years
Ranking
Not available
Part-time allowed
Yes

Required Courses
  • Calculus I
  • Calculus II
  • Linear Algebra
  • Calculus III
  • Bridge to Abstract Mathematics
  • Modern Algebra
  • Real Analysis
  • Mathematical Models
  • Senior Seminar
Elective Courses
  • Applied Linear Models
  • Calculus IV
  • Differential Equations
  • Theory of Interest
  • Survey of Statistics
  • Elementary Computational Methods
  • History of Mathematics
  • Logic
  • Modern Algebra II
  • Number Theory
  • Introduction to Topology I
  • Mathematical Models II
  • Mathematics of Finance
  • Intro to Probability Theory I
  • Intro to Mathematical Statistics
  • Research in Mathematics
  • Intuitive Topology
  • Topics in Euclidean Geometry
  • Junior Seminar
  • Applied Linear Models II