Question: Find the complete time-domain solutions for the following differential equations using Laplace transforms: (d) A process is described by two differential equations If x 1

Find the complete time-domain solutions for the following differential equations using Laplace transforms:

d'x + 4x = e with x(0) = 6, dx(0) (a) 0,

(d) A process is described by two differential equations

dt d'x(0) -0% di dx (b) - 12x = sin 3t x(0)

If x1 = e?t and x2 = 0, what can you say about the form of the solution for y1? for y2?

d'x + 4x = e with x(0) = 6, dx(0) (a) 0, dt d'x(0) -0% di dx (b) - 12x = sin 3t x(0) 0 dx(0) dx (e) + 25x = e- x(0) = 0, di dt

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