Q1/ A) Find the sampling frequency for the following signals: 1) S1 = 20 cos(1500nt) * cos (4000nt) 500nt, 2) S2 = sin nt [sin4000nt 3) S3 = * 5 cos(1200nt) nt

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Q1/ A) Find the sampling frequency for the following signals:
1) S1 = 20 cos(1500t) * cos (4000nt)
500nt.
2) S2 =
[sin
nt
[sin4000nt
3) S3 =
* 5 cos(1200nt)
nt
B) The following waveform is the RB (return to bios) representation of the serial
digital data, find the digital data code and draw the NRZ (non-return to zero) and
RZ (return to zero) waveforms.
C) The waveform below is the PAM for the analog signal, draw the analog signal,
PWM and the PPM for this signal.
12
Q2/ The following data stream (10011011 11001110
11110000
10001000
11100000
11011010
11111111
01110111
10011001
11100111
01011010) will be transmitted with signaling rate equal to 80 k bit/sec.
1- Find the data transmitted using L- parity, V- parity and L&V parity.
2- Find the Hamming code of the last byte of the data only in which two error
can be detected and one error can be corrected, calculate the transmitted
bandwidth? how can reduce the transmitted bandwidth? Explain and calculate
the reduced transmitted bandwidth?
3- By using the following polynomial calculate the data transmitted of the (first
byte of the data only) (p= x5 +x3 +x+1).
Transcribed Image Text:Q1/ A) Find the sampling frequency for the following signals: 1) S1 = 20 cos(1500t) * cos (4000nt) 500nt. 2) S2 = [sin nt [sin4000nt 3) S3 = * 5 cos(1200nt) nt B) The following waveform is the RB (return to bios) representation of the serial digital data, find the digital data code and draw the NRZ (non-return to zero) and RZ (return to zero) waveforms. C) The waveform below is the PAM for the analog signal, draw the analog signal, PWM and the PPM for this signal. 12 Q2/ The following data stream (10011011 11001110 11110000 10001000 11100000 11011010 11111111 01110111 10011001 11100111 01011010) will be transmitted with signaling rate equal to 80 k bit/sec. 1- Find the data transmitted using L- parity, V- parity and L&V parity. 2- Find the Hamming code of the last byte of the data only in which two error can be detected and one error can be corrected, calculate the transmitted bandwidth? how can reduce the transmitted bandwidth? Explain and calculate the reduced transmitted bandwidth? 3- By using the following polynomial calculate the data transmitted of the (first byte of the data only) (p= x5 +x3 +x+1).
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