We are given the initial value y(0) = 2. Substituting this value and solving for L{y} gives the following result. sLy} - v(0) + 4Ly} S - 5 1 sL{Y} + 4L{y} S- 5 L{y}(s + 4) + S - 5 1. Liy} (s - 5)(s + 4) s+ 4 2s - L{y} (s - 5)(s + 4)

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