Virtual program of:edX |
Using Differential Equations to Model Real-World Phenomena Solving Linear Differential Equations and Using Matrix Methods to Solve Systems of Differential Equations Using Graphical Methods to Understand the Qualitative Behavior of Linear and Nonlinear Systems Formulating and Solving Eigenvalue and Eigenvector Problems Solving ODEs and separable PDEs using Fourier series inputs and boundary conditions
5 high-quality virtual courses
Differential equations are the language of the models we use to describe the world around us.
In this series, we'll explore temperature, spring systems, circuitry, population growth, the biological motion of cells, and much more to illustrate how differential equations can be used to model just about anything.
We will develop the necessary mathematical tools to solve linear differential equations, understand 2x2 systems of linear and nonlinear differential equations of first order.
We will use linear algebra to solve systems of more than two differential equations.
Also, explore the use of Fourier series to analyze the behavior and solve ordinary differential equations (ODE) and separable partial differential equations (PDE).
In the last course of the series, we will consider the frequency domain and the Laplace transform to help us appreciate their effects on mechanical and electrical systems.
student testimonials
Whether you're looking to accelerate your career, earn a degree, or learn something for personal reasons, edX has the right courses for you.
Boost your career with college-backed credit programs and verified certificates.
Study and demonstrate knowledge at your preferred study time.
Try the courses before paying.
Learn alongside university partners and colleagues from around the world.
Expert MITx faculty and instructors committed to high-quality virtual education.
Hello how can I help you? Are you interested in a course? About what subject?
Add a review