Q2) The following signal flow graph structure defines a linear time-invariant system: x[n] UNIT DELAY 3_ UNIT DELAY UNIT DELAY y[n] A) Write a simple formula for the difference equation defined by the signal flow graph. B) For the following difference equation, draw a representation of this filter in a signal flow graph structure. y[n] = 2x[n] + 4x[n 1] − 3x[n − 2] + 3x[n − 3] — 4x[n — 4] − 2x[n - 5] C) Explain the difference between a general block-diagram structure and a transposed form block diagram structure.

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Q2) The following signal flow graph structure defines a linear time-invariant
system:
x[n]
UNIT
DELAY
UNIT
DELAY
UNIT
DELAY
y[n]
A) Write a simple formula for the difference equation defined by the signal flow
graph.
B) For the following difference equation, draw a representation of this filter in a
signal flow graph structure.
y[n] = 2x[n] + 4x[n − 1] − 3x[n − 2] + 3x[n − 3] − 4x[n- 4] - 2x[n - 5]
C) Explain the difference between a general block-diagram structure and a
transposed form block diagram structure.
Transcribed Image Text:Q2) The following signal flow graph structure defines a linear time-invariant system: x[n] UNIT DELAY UNIT DELAY UNIT DELAY y[n] A) Write a simple formula for the difference equation defined by the signal flow graph. B) For the following difference equation, draw a representation of this filter in a signal flow graph structure. y[n] = 2x[n] + 4x[n − 1] − 3x[n − 2] + 3x[n − 3] − 4x[n- 4] - 2x[n - 5] C) Explain the difference between a general block-diagram structure and a transposed form block diagram structure.
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