This video introduces the concept behind using Euler's Method enabling us to approximate the solution to a differential equation with any degree of accuracy. As you will see, the method is based on tangent lines with a "course correction" along the way. Duration: 6:48

This video will dive deeper into the mechanics behind Euler's Method, which will enable us to approximate solutions to differential equations. To do so, we will need a differential equation as a function of x and y, an initial equation, and a step size, h. Duration: 23:10