(b) System A shown in Figure Q.2(b) is a Linear Time-Invariant system. v(t) is an input to the system while v.(t) is the output of the system. The impulse response of the blocks are given respectively where: ha(t) = u(t), and hs(t) = 108(4). The overall impulse response is h(t). h(t) v(t) ha(t) vo(t) hs(t) Figure Q.2(b) System A Sketch the frequency response of magnitude and phase for h(t). Describe the function of h(t) to the system response. R TERNOL

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(b) System A shown in Figure Q.2(b) is a Linear Time-Invariant system. v(t) is an
input to the system while və(t) is the output of the system. The impulse response
of the blocks are given respectively where:
ha(t) = u(?), and ha(1) = 108(1).
The overall impulse response is h(t).
h(t)
v(1)
vo(t)
ha(t)
hB(t)
Figure Q.2(b) System A
Sketch the frequency response of magnitude
phase for h(t).
Describe the function of h(t) to the
system response.
RI TENOL
SIA
Transcribed Image Text:(b) System A shown in Figure Q.2(b) is a Linear Time-Invariant system. v(t) is an input to the system while və(t) is the output of the system. The impulse response of the blocks are given respectively where: ha(t) = u(?), and ha(1) = 108(1). The overall impulse response is h(t). h(t) v(1) vo(t) ha(t) hB(t) Figure Q.2(b) System A Sketch the frequency response of magnitude phase for h(t). Describe the function of h(t) to the system response. RI TENOL SIA
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