Question: Find the homogeneous solution, and the particular solution with input: x(n) = (0.5)^n U(n) y(n) = x(n-1)-0.75 y(n+1) -0.125 y(n+2)-0.1 y(n-3) y(-1)=1, y(-2)=1, y(-3)

Find the homogeneous solution, and the particular solution with input: x(n) =

Find the homogeneous solution, and the particular solution with input: x(n) = (0.5)^n U(n) y(n) = x(n-1)-0.75 y(n+1) -0.125 y(n+2)-0.1 y(n-3) y(-1)=1, y(-2)=1, y(-3) = 2, y(0)=1

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