# Math Courses at Virginia Tech University

Virginia Polytechnic Institute and State University is a public, land-grant, research university with its main campus in Blacksburg, Virginia. One of the famous alumni that attended the college was Charles Joseph "Charlie" Camarda. He is an American engineer and a NASA astronaut who flew his first mission into space onboard the Space Shuttle mission STS-114. There are a wide variety of different math courses to choose from, here are 10 you need to check out.

**1. Math 2214: Introduction to Differential Equations**

This course goes over ordinary differential equations. You will learn about first-order equations, second- and higher-order constant coefficient linear equations, systems of first-order linear equations, and numerical methods. Students will be given hands-on experience using mathematical models.

What sets this course apart from others is that it applies differential equations in scientific examples such as motion and cooling, predator-prey population models, rates of chemical reactions, radioactive decay, and more. If you are a science major, then this is a great option for you. The professor of the course is Susan Anderson.

**2. Math 1226: Calculus of a Single Variable**

Single variable calculus is a course recommended or required for most computer science and engineering majors. You will use quantitative and computational methods to address relevant intercultural and global issues. You will be taught on sequences and series, power series, parametric curves and polar coordinates, software-based techniques, and much more.

Susan Anderson is the professor of the course. If you are a science or engineering student, then this is designed for you. You will see plenty of real-world applications and this is a great foundational course to prepare you for future calculus courses.

**3. Math 2114: Introduction to Linear Algebra**

You will learn about Vector and matrix algebra systems of linear equations. You will also learn about linear independence, bases, orthonormal bases, rank, linear transformations, diagonalization and so much more.

This course teaches students how to implement contemporary mathematical software and how to analyze it. Jeffrey Truman is the instructor for the introduction to linear algebra. The prerequisites of the course are successful completion of Math 1225 or 1226.

**4. Math 1225 Calculus of a Single Variable**

Calculus of a single variable aims to teach students to use quantitative and computational thinking to address relevant intercultural and global issues. The course covers techniques of differential and integral calculus for functions of one variable and how to use them in real-world scenarios.

This course is ideal for covering the first-year mathematics credit needed from science and engineering majors. Students will also be taught limits, continuity, differentiation, transcendental functions, applications of differentiation, introduction to integration. Jeffrey Truman is the professor of the course.

**5. Math 2405H-2406H Mathematics in a Computational Context**

Mathematics in a Computational Context provides an integrated treatment of linear algebra, differential equations, and multivariable calculus. This is a great course to take as it combines many topics from math that you have already previously taken. Students learn analytical methods as well as algorithms and their efficient implementation on a computer. The analytical methods will teach students analytical skills that will be used far beyond the course.

This course provides an introduction to the mathematics and computation that is commonly encountered in today’s scientific and engineering workplaces. The course is taught by Lizette Zietsman. If you are specifically an engineering or science major then this course would be ideal for you.

**6. Math 1025: Elementary Calculus **

This course goes over quantitative and computational thinking to address relevant global issues. This calculus course covers techniques and applications of differential and integral calculus for functions of one variable. This is a great beginner calculus course and can help transition students from the high school math courses to university level calculus.

This calculus course counts as a standard first-year mathematics course for life science majors. The prerequisites of the course are completion of 2 units of high school algebra, 1 unit of geometry, 1/2 unit of trigonometry, and precalculus. Catherine Stephens is the instructor of the course.

**7. Math 1026: Elementary Calculus**

This elementary calculus course is the continuation of Math 1025. You will study single-variable integration. You will also learn about numerical techniques, and elementary differential equations.

The professor of the course is Catherine Stephens. This is an ideal course to take if you are looking for a good transitional course from the high school math you have already taken. This course is more so designed for science majors as it applies calculus to scientific examples.

**8. Math 1114: Elementary Linear Algebra**

This course covers Euclidean vectors, complex numbers, and topics in linear algebra. A few of the topics include linear systems, matrices, determinants, eigenvalues, and bases in Euclidean space.

This course constitutes the freshman science and engineering mathematics courses. 2 units of high school algebra, 1 unit of geometry, 1/2 unit each of trigonometry, and pre-calculus are required in order to sign up for the course. Jerri England is the professor of the course.

**9. Math 1524: Business Calculus**

This course goes over differential calculus techniques for functions of single and multivariate functions. There is an emphasis on graphs, rates of change, and optimization of linear, quadratic, exponential, and logistic functions.

This course uses mathematical models to address intercultural and global challenges, including discrete and continuous models. Students majoring in finance, marketing, and accounting should highly consider this course. Jerri England is the professor of the course.

**10. Math 2204: Introduction to Multivariable Calculus**

This course is a calculus for functions for several variables. Students will learn about planes and surfaces. Students will also learn about continuity, differentiation, chain rule, extreme values, Lagrange multipliers, double and triple integrals, and applications.

Sohei Yasuda is the professor of the course. Students will learn to use software-based techniques. This is a great options for students who are looking for a second-year math course.

Virginia Polytechnic Institute and State University has a wide variety of different math courses tailored to its majors. Hope this list can give you some ideas on the math courses you can take.

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