## Bachelor’s Degree in Mathematics

Rutgers-Camden offers two comprehensive undergraduate degree programs in the mathematical sciences:

**Mathematics**

This program is for students looking for a traditional mathematics curriculum.

**Applied and Computational Mathematics**

This program is for students with an interest in mathematics and computer science and in the overlapping disciplines of biology, chemistry, engineering, and physics.

## Requirements

To qualify for a bachelor’s degree of Arts in Mathematics, the student must achieve a grade C or better on all required mathematics classes. In addition, for the bachelor of science a student must take:

**50:640:252 Linear Algebra**(instead of 50:640:250 Introduction to Linear Algebra) and**50:640:427 Advanced Differential Equations**or**50:640:463 Partial Differential Equations and Boundary Value Problems**

The curriculum worksheets for students entering the math programs before and after Fall 2018 can be found from the links below:

- Mathematics (Pure) – Before Fall 2018
- Applied Mathematics – Before Fall 2018
- Mathematics Teaching Option -Before Fall 2018
- Mathematics- Applied and Computational – Before Fall 2018
- Mathematics (BS) – Fall 2018
- Mathematics (BA) – Fall 2018
- Mathematics- Applied and Computational – Fall 2018

## Course Order

Our curriculum contains integrated sequences of courses that should be taken in the proper order. Students should follow the recommended sequence of courses. View recommended course order for our **Mathematics **and **Applied and Computational Mathematics **programs.

In particular, all students should take Theory of Numbers before taking Modern Algebra I. Students should take Mathematical Reasoning with Proofs as soon as possible after finishing two semesters of calculus.

View the list of **Undergraduate Course Descriptions**.

## Learning Goals

**Mathematics Major**

- Have a broad perspective on modern mathematics and its applications.
- Master basic mathematical ideas and techniques in calculus, abstract algebra, analysis, geometry, differential equations, probability, and statistics.
- Be able to analyze quantitative information and apply advanced mathematical techniques and concepts where appropriate.
- Be able to effectively communicate rigorous mathematical ideas and reasoning.

**Applied and Computational Mathematics Major**

- Have a broad perspective on modern mathematics and its applications.
- Master basic mathematical and computational ideas and techniques in calculus, abstract algebra, analysis, geometry, differential equations, numerical analysis, probability, and statistics.
- Be able to analyze quantitative information and apply mathematical and computational techniques and concepts where appropriate.
- Be able to effectively communicate rigorous mathematical ideas and reasoning.

**Math Minor**

- Demonstrate an understanding of basic mathematical concepts, ideas and techniques in calculus, linear algebra, and elementary differential equations.
- Be able to analyze quantitative information and apply mathematical techniques and concepts in other disciplines.
- Be able to communicate mathematical arguments.

**Statistics Minor**

- Demonstrate an understanding of basic mathematical and statistical concepts, ideas, and techniques.
- Be able to analyze quantitative information and apply statistical reasoning in other disciplines.