Ecuación diferencial de Cauchy-Euler | Ejercicio resuelto #1

The Cauchy-Euler differential equation explained in an easy-to-understand way. We'll identify it and learn how to calculate it by solving a step-by-step exercise. In this solved exercise on the Cauchy-Euler differential equation, we calculate its general solution as the linear combination of two particular solutions. 📥 Download the notes at: http://bit.ly/2Xa3TVn 📍 Subscribe at: http://goo.gl/1rp0Pt Social Media Links: ▷FACEBOOK:   / fisicaymates   ▷Twitter:   / fisicaymates   (@fisicaymates) ▷GOOGLE +: http://google.com/+fisicaymates ▷WEB: https://www.fisicaymates.com ▷Email: [email protected] If you have any questions regarding the video, you can ask them in the comments, and the students themselves will try to help you. To the best of my ability, I also usually answer any questions that arise. NOTE: The author of the video (@famarnez) has a degree in Physics and is a Computer Engineer. He has been a university and high school professor and currently works as a software engineer. 📕📗📘BIBLIOGRAPHY: Differential Equations Isabel Carmona Jover Pearson Education, 1992 - 648 pages Analytical Methods for Ordinary Differential Equations J. J. Jiménez Zamudio, J. López García UNAM, 2007 - 521 pages PROBLEMS IN DIFFERENTIAL EQUATIONS WITH THEORETICAL INTRODUCTIONS BARGUEÑO FARIÑAS Vicente, ALONSO DURÁN María UNED Publishing, July 1, 2013 - 449 pages