COURSE CURRICULUM

The Mathematics curriculum at Concordia University Chicago offers a comprehensive and progressive sequence of courses designed to develop students’ mathematical understanding, problem-solving skills, and preparation for teaching or advanced study. The program begins with foundational courses like Fundamentals of Math and Advanced Intermediate Algebra, which prepare students for higher-level mathematics. Core courses for future educators include Mathematics for Teachers and Mathematics for Early Childhood Teachers, focusing on number theory, measurement, geometry, statistics, and functions. For those pursuing more rigorous study, the curriculum advances through College Algebra, Pre-Calculus, and various calculus courses (Calculus I, II, and III), covering limits, derivatives, integrals, series, and multivariable calculus. Complementary courses in discrete mathematics, finite mathematics, probability, and statistics provide broader mathematical tools essential for real-world applications. The program also emphasizes mathematical theory and proof techniques in courses like Mathematical Proof, Linear Algebra, and History of Mathematics, helping students build logical reasoning skills. Specialized topics such as Number Theory, Group Theory, Real and Complex Analysis further deepen theoretical knowledge. Students interested in applied mathematics can engage with Differential Equations and Mathematical Statistics. The curriculum supports practical experience through Independent Study and Internship options, fostering real-world application and professional growth. Prerequisites ensure readiness for advanced courses, and many classes carry fees reflecting their resources and materials. Overall, the Mathematics program balances theoretical foundations, practical skills, and teaching preparation, enabling students to pursue careers in education, graduate studies, or various math-related professions.