📌 Ecuación Diferencial CAUCHY EULER a COEFICIENTES CONSTANTES

We will work through a solved exercise involving non-homogeneous Cauchy-Euler differential equations, transforming them into differential equations with constant coefficients through a change of variables. The change of variables will be an exponential function, and we will need to apply the chain rule. #differentialequations #odes Cauchy-Euler Differential Equations: Exercise 1 (Simple real solutions):    • 📌 Ecuaciones Diferenciales CAUCHY EULER (s...   Exercise 2 (Multiple real solutions):    • 📌 Cauchy Euler Ecuaciones Diferenciales RA...   Exercise 3 (Complex solutions):    • 📌 Ecuaciones Diferenciales Cauchy Euler RA...   Exercise 4 (Non-homogeneous):    • 📌 Ecuaciones Diferenciales Cauchy Euler NO...   Exercise 5: (By reduction of order):    • 📌 Ecuaciones Diferenciales Cauchy Euler po...   Exercise 6: (By change of variable): (This video) Higher Order Differential Equations Course:    • 📌 Qué son las Ecuaciones Diferenciales Lin...   You can find the organized syllabus at: https://profeindahouse.wordpress.com/ Subscribe to my channel:    / @profeindahouse   Or follow us on: Blog: https://profeindahouse.wordpress.com/ Twitter:   / profeindahouse   Instagram:   / profeindahouse   Write us your comments. Thanks for visiting my channel! 00:00 Intro 00:27 What is a Cauchy-Euler differential equation? 00:42 Change of variable 05:17 Substituting the change of variable 13:34 Undoing the change of variable