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We wish to implement an IIR filter with poles at z = +1,- and zeros at z = 2.-3. Assume that each real multiplier takes Tm =

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lets find the lIR filter transfer function #(2) = (1-22) (1+37) (1+ m2)(1-3993) (-) 1 - 22 +32° -62² (+37)(-32 (94e44)Direct form ® realiziahiom : yn 2 All zero part (numerator) и Pole pase (Denominator critical path includes I multiplies andTomin = 1x2 + 6xl = 605 Throughput = =1067 *10%. 60s Transpose of DF-I realizations o change /reverse all arrow directions •Transpose structure of DF-I realization y[o 2() t critical path includes = multiplier zadders from delay to delay element Tmeealisations (c) Cascade of a stages in of gro deos critical path has multeplies & Cadder Trin = 1x2 + 4xl =ons Through put =

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