Draw x(t), xs(t), CPAM (t), xq(t) during one period. Draw X (f), X, (f), XPAM (f)....

  

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Draw x(t), xs(t), CPAM (t), xq(t) during one period. Draw X (f), X, (f), XPAM (f). Write the bit serial at the output of encoder. Calculate the probability of that output of the encoder is 0 or 1. 0 and 1 bits are transmitted via -2 and 1 volt pulse signals respectively. Widths of the pulses are T,/3 msec. Draw XPCM (t). x(t) = sinc(2t), 0≤ t ≤ 1 sec. signal is applied to the following PCM system. Sampling frequency, fs, is equal to 5 times of Nyquist frequency of x(t) and 7 = = Ts/10 msec. x(t) Xg(1) s(t) = 6(t - KT.) k h(t) XPAM(1) (011) Quantizer Xq(1) Encoder xg(1) 0.9 (101) 0.7 (001) 0.3 -0.9 -0.8 -0.5 -0.1(000) 14 0.1 0.5 0.8 -0.3 (100) -0.7 (110) -0.9 (010) -1 (111) Pulse Generator XPAM(t) XPCM(1) Draw x(t), xs(t), CPAM (t), xq(t) during one period. Draw X (f), X, (f), XPAM (f). Write the bit serial at the output of encoder. Calculate the probability of that output of the encoder is 0 or 1. 0 and 1 bits are transmitted via -2 and 1 volt pulse signals respectively. Widths of the pulses are T,/3 msec. Draw XPCM (t). x(t) = sinc(2t), 0≤ t ≤ 1 sec. signal is applied to the following PCM system. Sampling frequency, fs, is equal to 5 times of Nyquist frequency of x(t) and 7 = = Ts/10 msec. x(t) Xg(1) s(t) = 6(t - KT.) k h(t) XPAM(1) (011) Quantizer Xq(1) Encoder xg(1) 0.9 (101) 0.7 (001) 0.3 -0.9 -0.8 -0.5 -0.1(000) 14 0.1 0.5 0.8 -0.3 (100) -0.7 (110) -0.9 (010) -1 (111) Pulse Generator XPAM(t) XPCM(1)

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Signal Waveforms for One Period xt xst XPAMt xqt To generate the signal waveforms for one period you would typically need to specify your modulation s... View the full answer