For the following two discrete-time systems S1 & S2 which are connected in series : x[n]- S1 S2 y[n] The equation of System S1 is: q[n) = 29[n-1] + 0.5.x[n] The equation of system S2 is yln] - A y[n-1]+ Bq[n] The difference equation that represents the whole system is Mla) = la-1] - yia-2) + 3x[n] Find the value of A and B

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For the following two discrete-time
systems S1 & S2 which are connected in
series:
x[n]-
S2
y[n]
S1
The equation of System S1 is:
qln) = 29[n-1] + 0.5x[n]
The equation of system S2 is
yin]-A yn-1]+ Bq[n]
The difference equation that represents the whole system is
Mla) = yta-1] - ya - 2) + 3x[n]
%3D
Find the value of A and B
Transcribed Image Text:For the following two discrete-time systems S1 & S2 which are connected in series: x[n]- S2 y[n] S1 The equation of System S1 is: qln) = 29[n-1] + 0.5x[n] The equation of system S2 is yin]-A yn-1]+ Bq[n] The difference equation that represents the whole system is Mla) = yta-1] - ya - 2) + 3x[n] %3D Find the value of A and B
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