Given a transfer function of a linear time invariant discrete system as ?(?)=?3+?2?3−1.7?2+0.8?−0.1. i) Determine the impulse response of the LTID system. ii) Determine the difference-equation representation of the system. iii) Determine the output of the system if the input signals ?[?]=(2)??[?−1].

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a) Given a transfer function of a linear time invariant discrete system as
?(?)=?3+?2?3−1.7?2+0.8?−0.1.
i) Determine the impulse response of the LTID system.

ii) Determine the difference-equation representation of the system.

iii) Determine the output of the system if the input signals
?[?]=(2)??[?−1].

b) Assume a filter with a transfer function of ?(?)=?3−1.7?2+0.8?−0.1, implement cascade form of flow graph of the filter system.

a) Given a transfer function of a linear time invariant discrete system as
23 + z?
H(z) =
23 - 1.7z2 + 0.8z – 0.1
i)
Determine the impulse response of the LTID system.
i1)
Determine the difference-equation representation of the system.
111)
Determine the output of the system if the input signals
x[n] = (2)"uln – 1].
b) Assume a filter with a transfer function of H(z) = z³ – 1.7z2 + 0.8z – 0.1,
implement cascade form of flow graph of the filter system.
Transcribed Image Text:a) Given a transfer function of a linear time invariant discrete system as 23 + z? H(z) = 23 - 1.7z2 + 0.8z – 0.1 i) Determine the impulse response of the LTID system. i1) Determine the difference-equation representation of the system. 111) Determine the output of the system if the input signals x[n] = (2)"uln – 1]. b) Assume a filter with a transfer function of H(z) = z³ – 1.7z2 + 0.8z – 0.1, implement cascade form of flow graph of the filter system.
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