Ejercicios de repaso sección 3.9
Resolver la ED de orden superior por Cauchy Euler.
- $\hspace{0.5cm}x^2y''-2y=0$
- $\hspace{0.5cm}xy''-3y'=0$
- $\hspace{0.5cm}x^2y''+xy'+4y=0$
- $\hspace{0.5cm}x^2y''-3xy'-2y=0$
- $\hspace{0.5cm}4x^2y''+4xy'-y=0$
- $\hspace{0.5cm}x^2y''+5xy'+4y=0$
- $\hspace{0.5cm}x^2y''-7xy'+41y=0$
- $\hspace{0.5cm}x^3y'''-6y=0$
- $\hspace{0.5cm}x^3y'''+xy'-y=0$
- $\hspace{0.5cm}xy^{(4)}+6y'''=0$
- $\hspace{0.5cm}xy''-4y'=x^4$
- $\hspace{0.5cm}2x^2y''+5xy'+y=x^2-x$
- $\hspace{0.5cm}x^2y''-xy'+y=2x$
- $\hspace{0.5cm}x^2y''-2xy'+2y=x^4e^x$
- $\hspace{0.5cm}x^2y''+xy'-y=\ln \left| x\right|$