EDO: y'(x) = h(y(x)/x)

This lecture covers the concept of ordinary differential equations (EDO) in the form y'(x) = h(y(x)/x). The instructor explains the application of this form of EDO, defining the function h, and introducing a change of variable. Through examples, the lecture demonstrates how to solve EDOs of this form and explores the implications of different functions h. The lecture also delves into the calculation process and the significance of the solutions obtained, providing a comprehensive understanding of EDOs with practical examples.