Courses in Mathematics
| MATH-000 Mathshop |
A NON-CREDIT, full semester workshop designed for students who need substantial review before starting MATH 104, MATH 106, OR MATH 121. Similar to a course, MATHSHOP meets three hours per week throughout the semester. T... |
Fall, Spring, Summer I, Summer II |
| MATH-104 Precalculus for Management and Social Sciences |
A selection of topics in algebra and elementary analytic geometry including, (but not restricted to): properties of real numbers, linear equations and inequalities, absolute value equations and inequalities, polynomials, rational expressions, exponents ... |
Fall, Spring, Summer I, Summer II |
| MATH-120 Precalculus Mathematics |
A review of topics in algebra, trigonometry and analytic geometry intended for students needing one additional semester of preparation before taking Calculus I. Prerequisite: Enrollment is limited to CAPS students exclusively; At least 3 years of high s... |
As needed |
| MATH-121 Precalculus Mathematics |
A review of topics in algebra, trigonometry and analytic geometry intended for students needing one additional semester of preparation before taking MATH 165. Students may not use this course alone to satisfy the CAS math requirement. Prerequistes: MATH... |
Fall, Spring |
| MATH-130 Topics in Finite Mathematics |
Linear Modeling (for example, using linear functions to model supply/demand situations), graphing, linear programming, financial functions (compound interest, annuities, and amortization of loans) sets, Venn diagrams, counting and combinatorics, disc... |
Fall, Spring, Summer I, Summer II |
| MATH-133 Survey of Calculus |
A one-semester introduction to differential and integral calculus. Theory is presented informally and topics and techniques are limited to polynomials, rational functions, logarithmic and exponential functions. Topics include a brief review of precalcul... |
As needed |
| MATH-134 Calculus for Management and Social Sciences |
A one-semester introduction to differential and integral calculus. Theory is presented informally and topics and techniques are limited to polynomials, rational functions, logarithmic and exponential functions. Topics include a review of precalculus, li... |
Fall, Spring, Summer I, Summer II |
| MATH-140 Concepts of Modern Mathematics |
This course provides an introductory survey of accessible areas of modern mathematics. These might include set theory, graph theory, symbolic logic, and aspects of infinity. The course will show how modern mathematics combines rigor and creativity. Thro... |
Fall, Spring |
| MATH-161 Calculus I |
Functions, limits and continuity; instantaneous rate of change,tangent slopes, and the definition of the derivative of a function; power, product, and quotient rules, trig derivatives, chain rule, implicit differentiation; higher order derivatives; appl... |
Not offered |
| MATH-162 Calculus II |
Topics include: Anti-derivatives; indefinite integrals; applications (net change), Riemann sums and definite integrals; Fundamental Theorem; applications (areas); integration of exponential functions, trig functions, and inverse trig functions; techniqu... |
Not offered |
| MATH-165 Calculus I |
Functions, limits and continuity; instantaneous rate of change, tangent slopes, and the definition of the derivative of a function; power, product, and quotient rules, trig derivatives, chain rule, implicit differentiation; higher order derivatives; app... |
Fall, Spring |
| MATH-166 Calculus II |
Riemann sums and definite integrals; Fundamental Theorem; applications (areas); integration of exponential functions, trig functions, and inverse trig functions; techniques of integration (by parts, trig substitution, partial fractions); area, volume, a... |
Fall, Spring |
| MATH-167 Honors Calculus Seminar I |
Intended for students who are simultaneously taking Math 165 or Math 166, this seminar meets once per week to investigate some of the more theoretical and challenging aspects of the topics covered in MATH 165 and 166. 1 credit. |
Spring |
| MATH-220 (CMPSC-M611) Math for Scientists and Engineers |
Topics mostly selected from the following list: complex numbers (i, arithmetic, Euler phi function, DeMoivre’s theorem, roots of unity); elementary computational linear algebra (matrices: addition, scalar multiplication, multiplication, adjoint, t... |
Spring |
| MATH-261 Calculus III |
Topics include: infinite sequences and series; convergence tests; power series; Taylor and Maclaurin series (computation, convergence, error estimates, differentiation and integration of Taylor series). Prerequisite: Enrollment is limited to CAPS studen... |
Not offered |
| MATH-262 Multivariable Calculus |
Topics include: Parametric equations and polar coordinates (curves, areas, conic sections); vectors and the geometry of space (the dot product, vector arithmetic, lines and planes in 3-space, the cross product, cylinders and quadratic surfaces); vector ... |
Not offered |
| MATH-265 Multivariable Calculus |
Parametric equations and polar coordinates (curves, areas, conic sections); vectors and the geometry of space (the dot product, vector arithmetic, lines and planes in 3-space, the cross product, cylinders and quadratic surfaces); vector functions (limit... |
Fall, Spring |
| MATH-267 Honors Calculus Seminar II |
Intended for students simultaneously taking MATH 265, this seminar meets once per week to investigate some of the more theoretical and challenging aspects of the topics covered in MATH 265. 1 credit. |
Spring |
| MATH-285 (CMPSC-M612) Discrete Mathematics |
Topics mostly selected from the following list: Logic and set theory, elementary number theory, relations and functions and their properties (equivalence relations, partial order relations, recurrence relations and their solutions); computational comple... |
Fall |
| MATH-331 Introduction to Abstract Mathematics |
This course is intended to provide a firm foundation for and a taste of the study of advanced mathematics. While the course content varies somewhat, it is designed to give students a deeper understanding of the algebraic and analytical structure of the ... |
Spring |
