## Bachelor of Science in Mathematics

The Bachelor of Sciences in Mathematics is designed to include a large level of flexibility to serve students in a variety of areas in mathematics and statistics: pure math, computational math, applied math, and statistics.

The degree requires students to take a one-semester course in the following standard areas: Real Analysis, Algebra, Differential Equations, and Statistics. To ensure students have an appropriate level of breadth, 12 additional 400-level Department of Mathematics courses are required. To ensure students have an appropriate level of depth, two (2) one-year sequences must be included. The standard freshman and sophomore level courses are also required, such as calculus and linear algebra.

### Learning Objectives

- Demonstrate a solid understanding of differential (1A), integral (1B), and multivariable (1C) calculus, and be able to apply these concepts to a variety of problems.
- Demonstrate a solid understanding of vector calculus (2A), linear algebra (2B), ordinary differential equations (2C), higher-level algebra (2D), and analysis (2E), and be able to apply these concepts to a variety of problems.
- Be able to think analytically and critically and to formulate problems, solve them, and interpret their solutions.
- Achieve an understanding of the nature of proof, in particular should demonstrate a good understanding of rigorous mathematical proof (reading and writing), and apply the reasoning based on definitions, axioms, theorems, and induction.
- Communicate effectively in writing.
- Have experience applying knowledge from one branch of mathematics to another and from mathematics to other disciplines.