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Math Courses at University of Fraser Valley

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Ally Zukowski

Students enroll in college to discover their educational interests that will guide their paths to future careers. At the University of Fraser Valley, there are many courses students can enroll in to make their schedule packed with important information. Mathematics courses are provided to each student depending on what credits they need for graduation. Here are 10 mathematics courses students can check out to see if the curriculum fits in with their degree goals.

1. MATH 092: Algebra and Function

Algebra Problems written on paper.

This 3 credit course taught by Professor Karamjit Dhande introduces the the algebraic background of pre-calculus 12. Topics include absolute value, polynomial, rational, radical, exponential and logarithmic expressions, equations, and functions. Prerequisites include MATH 085, (Principles of Mathematics 11 or Pre-calculus 11 with a C+ or higher), Principles of Mathematics 12, Pre-calculus 12, or Upgrading and University Preparation assessment.

2. MATH 110: Pre-calculus Math

The unit circle.

This course prepares students with the skills to move onto calculus based courses. Topics include basic algebraic skills, functions including rational, exponential, logarithmic, trigonometric, and inverse functions. There will be emphasis on practical applications with pre-calculus coursework. Prerequisites for the course includes (C or better in one of Principles of Mathematics 12 or Pre-calculus 12) or (both MATH 092 and MATH 093) or (both MATH 094 and MATH 095) or (MATH 096) or (C+ or better in Applications of Mathematics 12) or (at least 55% on the MDPT).

3. MATH 118: Calculus II for Life Sciences

a bacteria

This course is for students interested in life sciences. Topics include authentic biological, chemical, ecological, epidemiological, and medical applications. Prerequisites for the course are MATH 111 with a C or better.

4. MATH 152: Linear Algebra for Engineering

a linear algebra equation

This course is an introduction to basic problems and concepts in Euclidean space. Topics include matrix algebra, solutions to linear systems of equations, determinants, and eigenvalue problems. Engineering students will especially gain benefits from this course. Prerequisites include MATH 112.

5. MATH 255: Ordinary Differential Equations

a pen and calculator with equations on piece of paper

Students will learn about theory and techniques needed to solve ordinary differential equations. Topics include first- and second-order linear differential equations, nonlinear equations, and series solutions with emphasis on applications. In order to enroll, students need to take MATH 112 or at least a B in Math 118.

6. MATH 355: Number Theory and Math Applications

equatins and shapes in math

This course is an introduction to the fundamental properties of the integers. Students will use applications in computation, cryptography, and communications. Topics include primes and GCDs, congruence, (modular arithmetic), factorization methods, and cryptology. A prerequisite for the course is MATH 265.

7. MATH 368: Operations Research

computer network shaped like a brain

This course introduces various concepts and their applications, with attention to model building and computation. Topics include linear programming, sensitivity analysis and duality, integer programming, dynamic programming, game theory, and queuing theory. Students will be required to conduct a class presentation. Prerequisites for the course include MATH 221, or both MATH 152 and MATH 211.

8. MATH 410: History of Mathematics

A colorful background of circles behind the phrase math history.

This course in for students considering a career in teaching as well as those wishing to know how their math courses fit into general and intellectual history. Course content includes historically significant writings, important contributions and famous problems stemming from a variety of cultures. There is emphasis on surveys in the development of mathematical thought from antiquity to the present day. In order to take the course, students need 21 credits in mathematics courses numbered above 110.

9. MATH 444: Metric Spaces

A function examples of metric spaces.

This course focuses on the concepts of continuity and convergence. Topics include topological concepts such as open and closed sets, convergence, completeness, continuity, connectedness and compactness. Prerequisites for the course include MATH 221 and one of MATH 320 or MATH 340.

10. MATH 445: Introduction to Graph Theory

A bar graph with different color bars in front of a yellow background.

This course uses graphs to model a wide variety of practical problem. Topics include connectivity, trees, planarity, coloring, matchings, independent sets, and Eulerian and Hamiltonian graphs. There will be emphasis on scheduling and network architecture. Prerequisites include one of (MATH 221, MATH 265, or MATH 225) and (at least two MATH courses 300-level and above).

There are plenty more mathematics courses offered at the university. This makes choosing a course schedule exciting for students, as they get to learn the subjects they are interested in. The knowledge gained will help students graduate and ready for society. Time to pick out courses for the upcoming semester!


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