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Obtain cascade and parallel realization structures for the system described by $y (n) = 0.1y (n-1) + 0.72y (n-2) + 0.7 \times (n) - 0.252 \times (n-1). $
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By inverse z-transform

$Y (n) = -0.1y(n-1) + 0.2 y(n-2)+ 3x(n) + 3.6x[n-1]+0.6x[n-z] For cascade realization:-

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