MATH

Subject

MATH

Type

alias

Source

catalog.westminsteru.edu

Algebra is the alphabet of college math courses. Sharpen your algebra skills in an active, inquiry-based environment, and apply them to real-world mathematical models. (WCore: WCMAR)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

*NUTR 1020: Sci Found Human Nutrition (LS) *ANTH 1010: Introduction to Cult Anthropology (IG) *PSY 1100 Lifespan Human Development (SS) 15 14

Subject

MATH

Credits (min)

4

Credits (max)

4

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

After eighteen years of waiting, you finally have the right to vote! But just what does voting mean? There are actually many methods of expressing voting preferences via ballots. Which is the best method? How is a state's number of representatives in the U.S. House of Representatives actually determined? What other methods are there, and what results would they produce? How might that change the political landscape of our country? Which states have real power within the Electoral College? We will take a mathematical look at all of these questions by studying Arrow's Impossibility Theorem, exploring various apportionment methods and their implications, and learning about power within weighted voting systems. (WCore: WCSAM, QE, WCMAR)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

International & Global (IG)

Subject

MATH

Credits (min)

3

Credits (max)

3

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

International & Global (IG)

Subject

MATH

Credits (min)

3

Credits (max)

3

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

4 or

Subject

MATH

Credits (min)

3

Credits (max)

3

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

An engaging introduction to probabilistic thinking through the exploration of games of chance, cognitive biases, applications in business, health, and science, and fascinating episodes in the history of probability. (WCore: WCSAM and QE, WCMAR)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Subject

MATH

Credits (min)

4

Credits (max)

4

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

Subject

MATH

Type

alias

Source

catalog.westminsteru.edu

Mathematical models are representations that approximate real-world systems. This course introduces students to important classes of models (linear, quadratic, exponential, logarithmic, and trigonometric) that are commonly used to describe phenomena across many disciplines. Students will develop algebraic skills in the service of modeling, solving, and forecasting.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Calculus is the study of change. Learn how to use the derivative and the integral to quantify how things change in the physical and life sciences, economics, and the world around you.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Subject

MATH

Credits (min)

3

Credits (max)

3

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

Calculus is the study of change and accumulation centered on the idea of infinity. Learn how to evaluate integrals, infinite series, and differential equations and make practical use of the idea of infinity with applications to geometry, the physical and life sciences, and economics.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Subject

MATH

Credits (min)

3

Credits (max)

3

Type

course

Edition

2026–27 Academic Catalog

Catalog

2026–27 Academic Catalog

Source

catalog.westminsteru.edu

Many real-world phenomena can be modeled as functions of several variables. Learn how to use calculus-the study of change and accumulation-in the multivariable context, with applications to the curvature of multi-dimensional spaces and the flow of fluids through them.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

The purpose of this course is to introduce you to the complex and exciting world of secret communication. Starting with the ciphers used by Julius Caesar, we will trace the development of cryptography (the science of enciphering messages) and cryptanalysis (the science of breaking ciphers and decoding secret messages) through the medieval period, the Enigma machine and WWII, and the computer age. We will develop a hands-on understanding of the computer-based encryption that keeps our credit card numbers safe online and allows us to transmit information securely over great distances. (WCore:

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

How do mathematicians define "truth", and how do we argue that a mathematical fact is true? Discrete mathematics is an "introduction to proof" course. We will learn basic proof techniques and apply them to "discrete" mathematical objects like sets, sequences, and graphs. We'll also study combinatorics, propositional logic, and functions and relations. We hope to help you learn to communicate mathematics effectively and to explore what happens in a discrete world. (WCore: WCMAR)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Linear algebra is a foundational subject for almost all areas of pure and applied mathematics. This course will include systems of linear equations and their representations as matrices, matrix algebra, vector spaces and subspaces in Rn, eigenvalues and eigenvectors, least squares, and the simplex method. There will be a heavy emphasis on applications and numerical techniques, implemented with standard scientific programming languages. This course emphasizes critical, analytical, and integrative thinking as well as writing and other communication skills. This course does not have a specific prerequisite, but students enrolling in this course need to be ready for college-level mathematics. (WCore: WCSAM, WCMAR)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

How can we measure and analyze justice, fairness, and equity in our society? How can we use such analysis to determine how to better ourselves and the society in which we live? Jordan Ellenberg describes math as "an atomic-powered prosthesis that you attach to your common sense"; in this course, you will develop your prosthesis and use it to analyze and improve the world around you. (WCore: WCSBS, QE, WCPIB)

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Special courses offered when there is sufficient demand.

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

In preparation for the William Lowell Putnam Mathematical competition, you will tour the various areas of undergraduate mathematics in an exploration of various problem-solving techniques. May be taken twice for credit.

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credit

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Introduction to probability theory including combinatorial analysis, conditional probability, discrete and continuous random variables, expectation and variance, jointly distributed random variables, and sampling theory.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Rigorous treatment of general vector spaces, linear transformations, eigenvalues and eigenvectors building on the material in Linear Algebra.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Abstract algebra develops a language and system for studying mathematical objects and the algebraic relationships between them. For example, numbers and arithmetical operations are seen as special cases of more general structures called groups, rings, and fields. This is a rigorous, proof-based course. It is strongly recommended that students take one or more upper-division math courses and have junior or senior standing before registering for Abstract Algebra.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Modern axiomatic development of plane geometry and related systems. Includes investigation of finite geometry and hyperbolic geometry.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Calculus is the close study of infinity, a notoriously slippery concept. How do we know that the calculus we do is "actually true"? We'll follow a similar path to the mathematical detectives who set out to rigorously determine which infinite computations were reliable and which were simply wishful thinking. Topics include point-set topology of the real numbers, a treatment of limits for sequences and functions, continuity, and differentiability.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Functions of one complex variable, analyticity, Cauchy-Riemann equations, derivatives and integrals of complex functions, complex series, and residue theory.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Topology is often called "rubber-sheet geometry". In topology, we think of shapes as being made of play-doh and consider two shapes "topologically equivalent" if we can mold one into the other by stretching, shrinking, or smoothing, but not tearing or poking holes. Topology studies the properties of sets, such as geometric shapes or surfaces, that are unchanged under such "play-doh deformations".

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

A range of applied mathematics topics building on a foundation of linear algebra, differential equations, and discrete mathematics. Possible topics include optimization, numerical analysis, algorithm analysis and design, algorithms on graphs and trees, math modeling, dynamical systems, and statistical learning theory. May be taken for credit more than once with instructor's approval.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Repeatable

May be taken for credit more than once with instructor's approval.

Edition

2026

Source

catalog.westminsteru.edu

Differential equations are used to describe phenomena that involve change. This course includes solutions of first- and second-order differential equations with a focus on analytic, numerical, and qualitative analysis of systems of linear and non-linear differential equations. Other topics may include Laplace transforms, power series methods, Fourier series methods, and topics from partial differential equations. Applications may be drawn from physics, chemistry, biology, and the social sciences.

Subject

MATH

Credits (min)

4

Credits (max)

4

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

For teaching assistants in lower division mathematics problem-solving courses. A maximum of two credit hours of MATH 387 may be applied toward the major or minor. Requires consent of program director. This course is repeatable for credit.

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credit

Type

course

Edition

2026

Source

catalog.westminsteru.edu

A tutorial-based course used only for student- initiated proposals for intensive individual study of topics not otherwise offered in the Mathematics Program. Requires junior or senior standing and consent of instructor and school dean. This course is repeatable for credit.

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Offers students the opportunity to integrate classroom knowledge with practical experience. Students will be graded on assigned coursework and evaluation by their site supervisor. completed at Westminster or permission of instructor), minimum 2.5 GPA, and consent of faculty advisor and Career Center internship coordinator. Interns will work for 42 hours per each registered credit. This course is repeatable for credit. Some majors limit how many internship credits may count towards the major, consult your faculty advisor. REGISTRATION NOTE: Registration for internships is initiated through the Career Center website and is finalized upon completion of required paperwork and approvals. More info: 801-832-2590 https://westminsteru.edu/student-life/career -center/internships.html

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Prerequisite

60 college credits completed (for transfer students at least 15 hours

Offers students the opportunity to integrate classroom knowledge with practical experience. Students will be graded on assigned coursework and evaluation by their site supervisor. completed at Westminster or permission of instructor), minimum 2.5 GPA, and consent of faculty advisor and Career Center internship coordinator. Interns will work for 42 hours per each registered credit. This course is repeatable for credit. Some majors limit how many internship credits may count towards the major, consult your faculty advisor. REGISTRATION NOTE: Registration for internships is initiated through the Career Center website and is finalized upon completion of required paperwork and approvals. More info: 801-832-2590 https://westminsteru.edu/student-life/career -center/internships.html

Subject

MATH

Credits (min)

1

Credits (max)

1

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu

Prerequisite

60 college credits completed (for transfer students at least 15 hours

As the capstone to your mathematical career at Westminster, Senior Seminar provides the opportunity for you to summarize your experience by investigating a mathematical area that you love and want to know more about. As part of the Senior Showcase, you will have the opportunity to share this mathematical passion with your class and the Westminster community. You will also develop a final portfolio of the work you've completed throughout your mathematical career. (WCore: SC) ©

Subject

MATH

Credits (min)

2

Credits (max)

2

Credit unit

Credits

Type

course

Edition

2026

Source

catalog.westminsteru.edu