Mathematics 260: Calculus for Social Sciences and Economics (Rev. C3)

MATH 260 is designed to teach you to use a range of mathematical techniques to solve concrete problems in business and the social sciences.

Mathematics 265: Introduction to Calculus I (Rev. C14)

MATH 265 is an introductory calculus course covering real numbers, functions, continuity and limits, derivatives, curve sketching, optimization areas between curves, applications of the derivative, anti-derivatives, integrals, and areas.

Mathematics 266: Introduction to Calculus II (Rev. C8)

MATH 266 continues the study of the calculus begun in MATH 265. The course focuses on definite integrals, which allow exact calculation of surface areas, volumes, the length of curves, and solutions of practical and theoretical problems.

Mathematics 270: Linear Algebra I (Rev. C7)

MATH 270 is suggested for students in the Science and Administrative Studies programs. The course covers systems of linear equations, matrices, vectors in two and three dimensions, linear vector spaces, and applications of linear algebra including the simplex method.

Mathematics 271: Linear Algebra II (Rev. C5)

MATH 271 continues the study of linear algebra from MATH 270.

Mathematics 366: Complex Variables I (Rev. C2)

Mathematics 376: Ordinary Differential Equations (Rev. C5)

MATH 376 covers basic concepts, methods and techniques for solving ordinary differential equations (ODEs), and considers applications of ODEs in different areas.

Mathematics 376: Ordinary Differential Equations (Rev. C6)

MATH 376 covers basic concepts, methods and techniques for solving ordinary differential equations (ODEs), and considers applications of ODEs in different areas.

Mathematics 409: Number Theory (Rev. C2)

Mathematics 409 is a course in elementary number theory, the branch of mathematics concerned with the properties of numbers, including, but not limited to, divisibility, prime numbers, modular arithmetic, quadratic congruences, pythagorean triples, and the theorems, conjectures, definitions and lemmas that permit exploration of these topics.