Question: Given the second-order digital-filter transfer function Figure p2.8-2 Figure p2. 8-1 2z-2.4z+0.72 z - 1.4z +0.98 (a) Find the coefficients of the 3D structure of

Given the second-order digital-filter transfer function2z-2.4z +0.72 z -1.4z +0.98 (a) Find the coefficients of the 3D structure of Fig. P2.8-1 such that D(z) is

Figure p2.8-2e(k) 83 84 fi(k) f(k) b 81 T 82 82 T 81 y(k)

Figure p2. 8-1B T B T Bo (a) y(k) T 7 3 (x1 3 CLO T y(k)f(k) T a (b) b T do b bo y(k)

2z-2.4z+0.72 z - 1.4z +0.98 (a) Find the coefficients of the 3D structure of Fig. P2.8-1 such that D(z) is realized. (b) Find the coefficients of the ID structure of Fig. P2.8-1 such that D(z) is realized. (c) Find the coefficients of the IX structure of Fig. P2.8-2 such that D(z) is realized. The coefficients are identified in Problem 2.8-2. (d) Use MATLAB to verify the partial-fraction expansions in part (c). (e) Verify the results in part (c) using Mason's gain formula. D(z) =

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a B 2 B 24 Bo 072 0 14 098 b b 2 b 24 b072 a 14 q 098 c poles z 141440... View full answer

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