to solve the following differential equation: ? ′ + 4? = ? −4? with ? (0) = 2 It has been proposed to use the Laplace transform, in the process that has obtained that the function Y (s), to later apply the transform reverse. The function Y (s) is given by:

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Chapter1: Functions And Models
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to solve the following differential equation: ? ′ + 4? = ? −4? with ? (0) = 2 It has been proposed to use the Laplace transform, in the process that has obtained that the function Y (s), to later apply the transform reverse. The function Y (s) is given by:

9. Para resolver la siguiente ecuación diferencial: y' + 4y = e-4t con y (0) = 2
Se ha propuesto utilizar la transformada de Laplace, en el proceso que ha
obtenido que la función Y(s), para posteriormente aplicar la transformada
inversa.
La función Y(s) está dada por:
2s+9
a) Y(s) =
(s+4)
2s+9
b) Y(s) =
(s+4)2
2s+7
c) Y(s) =
(s+4)
2s+7
d) Y(s) =
(s+4)2
Transcribed Image Text:9. Para resolver la siguiente ecuación diferencial: y' + 4y = e-4t con y (0) = 2 Se ha propuesto utilizar la transformada de Laplace, en el proceso que ha obtenido que la función Y(s), para posteriormente aplicar la transformada inversa. La función Y(s) está dada por: 2s+9 a) Y(s) = (s+4) 2s+9 b) Y(s) = (s+4)2 2s+7 c) Y(s) = (s+4) 2s+7 d) Y(s) = (s+4)2
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