Determine the total solution for n 20 of the difference equation neadwi iting y[n] + 0.1 y[n - 1} – 0.06y[n - 2] = x(n] – 2x[n – 1), the initial condition y[-1} 1, and y[-2) 0, when the forcing function is x[n] 2"u{n]. %3D

Advanced Engineering Mathematics
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Chapter2: Second-order Linear Odes
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2.70 Determine the total solution for n 2 0 of the difference equation
headwriting
y{n]+0.1 y[n - 1) - 0.06y[n – 2] = x(n] - 2x[n – 1],
with the initial condition y[-1} 1, and y[-2] 0, when the forcing function is x[n] 2"u[n].
Transcribed Image Text:2.70 Determine the total solution for n 2 0 of the difference equation headwriting y{n]+0.1 y[n - 1) - 0.06y[n – 2] = x(n] - 2x[n – 1], with the initial condition y[-1} 1, and y[-2] 0, when the forcing function is x[n] 2"u[n].
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