Mathematics, Minor
Program overview
The Mathematics Minor provides students with a strong foundation in mathematical reasoning, analytical thinking, and quantitative problem-solving. Designed to complement a wide range of academic majors, the minor helps students develop the ability to analyze complex problems, recognize patterns, and apply mathematical methods in diverse professional contexts.
Through coursework in core mathematical topics, students strengthen their logical reasoning and quantitative skills while gaining insight into how mathematics supports fields such as science, technology, economics, finance, and data analysis. The program emphasizes both theoretical understanding and practical application, helping students see how mathematical thinking can be used to solve real-world problems.
A Mathematics Minor enhances career preparation for students in disciplines such as business, information technology, economics, engineering, and the natural sciences, while also providing a strong intellectual complement to studies in the liberal arts. The analytical skills developed through the minor are highly transferable and valuable in many professional and academic paths.
PROGRAM REQUIREMENTS
PROGRAM REQUIREMENTS
Calculus I
Calculus II
Calculus III
Linear Algebra
Select two of the following courses:
College Geometry
Differential Equations I
Theory of Numbers
Advanced Calculus I
Modern Algebra
Advanced Linear Algebra
Probability Theory
PROGRAM LEARNING OBJECTIVES
PROGRAM LEARNING OBJECTIVES
PLO 1: Demonstrate proficiency with the techniques and applications of single and multivariate calculus. In particular, students will be able to find limits, derivatives, and integrals of various functions.
PLO 2: Solve first order differential equations and higher order linear differential equations.
PLO 3: Understand and write mathematical proofs, producing arguments that are logically and mathematically correct.
PLO 4: Use probability and statistics to find the likelihood of events and to find the mean and standards deviation of various probability distributions.
PLO 5: Use matrices to solve systems of linear equations and to study vector spaces and linear transformations.
PLO 6: Understand, identify, and prove facts about algebraic structures, such as groups, rings, and fields.
CURRICULUM HIGHLIGHTS
CURRICULUM HIGHLIGHTS
The Mathematics Minor curriculum introduces students to the fundamental concepts and techniques that form the foundation of modern mathematics. Students develop strong skills in logical reasoning, quantitative analysis, and problem-solving through coursework that emphasizes both theoretical understanding and practical application.
Courses in the program focus on key mathematical areas such as calculus, algebra, and analytical methods, helping students build the ability to model real-world problems, analyze quantitative patterns, and interpret complex data. The curriculum encourages critical thinking and precision in reasoning while strengthening students’ ability to approach challenges systematically.
By engaging with mathematical concepts and problem-solving strategies, students gain valuable analytical tools that complement many academic disciplines and prepare them to apply mathematical thinking in a wide variety of professional fields.
CAREER OPPORTUNITIES
CAREER OPPORTUNITIES
📊 Data or Business Analyst – You will analyze data and identify patterns to support strategic decision-making in organizations.
📈 Financial or Market Analyst – You will evaluate financial trends, investments, and market performance.
💻 Technology or Systems Analyst – You will apply analytical thinking to improve technology systems and digital processes.
📉 Research Assistant – You will support research projects that involve quantitative analysis in fields such as science, economics, or social sciences.
🏦 Banking or Finance Professional – You will use mathematical and quantitative skills in financial planning, risk assessment, and investment analysis.
🎓 Mathematics Educator or Tutor – You will help students develop strong mathematical and analytical skills.