1. Use Laplace transforms to find the general solution of y" - y = t. y(0) = c₁, y'(0) = 0₂. 2. Solve the IVP y" −y" − y + y = 6c¹, y(0) − y(0) − y″ (0) – 0 using Laplace Transforms. 3. Consider the IVP + 16x = cos 4t, z(0) = 0, ż(0) = 1.

Given that, The differential equation,

Resuelto 1. Use Laplace transforms to find the general

Nuestra ayuda de expertos desglosó tu problema en una solución confiable y fácil de entender.

Pregunta: 1. Use Laplace transforms to find the general solution of y" - y = t. y(0) = c₁, y'(0) = 0₂. 2. Solve the IVP y" −y" − y + y = 6c¹, y(0) − y(0) − y″ (0) – 0 using Laplace Transforms. 3. Consider the IVP + 16x = cos 4t, z(0) = 0, ż(0) = 1.
1. Use Laplace transforms to find the general solution of y" - y = t. y(0) = c₁, y'(0) = 0₂. 2. Solve the IVP y" −y" − y + y = 6c¹, y(0) − y(0) − y″ (0) – 0 using Laplace Transforms. 3. Consider the IVP + 16x = cos 4t, z(0) = 0, ż(0) = 1.
Hay 2 pasos para resolver este problema.
Solución
100% (1 calificación)
Paso 1
Given that,
The differential equation,
Mira la respuesta completa
Paso 2
Desbloquea
Respuesta
Desbloquea