4. Consider a signal m(t) = 7t/3 for t e [0,3) and m(t) = 7 for t E [3, 5]. The signal passes through a PCM system that quantizes the signal into four quantization levels in the interval [0,8]. Four samples are taken at time t = 1,2, 3, 4. (1) Draw m(t) with the quantization levels, their code number and binary representations. (2). , For the four samples, determine their sampled values q(t), nearest quantization u(t), code numbers and their binary representations c(t).

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EE 31200 Communicătion Theory
4. Consider a signal m(t) = 7t/3 for t E [0, 3) and m(t) = 7 for t E [3, 5]. The signal passes through a PCM system
that quantizes the signal into four quantization levels in the interval [0, 8]. Four samples are taken at time t =
1,2,3,4.
(1)´
(2),
binary representations c(t).
Draw m(t) with the quantization levels, their code number and binary representations.
, For the four samples, determine their sampled values q(t), nearest quantization u(t), code numbers and their
Solution:
(1)
Binary code
Representation number level
Code
Quantization
6
(2)
t.
sample valu e qe)
Nearest fuantization Ult)
code number
1Binary code c(t)
5
Joqunu
do
Transcribed Image Text:EE 31200 Communicătion Theory 4. Consider a signal m(t) = 7t/3 for t E [0, 3) and m(t) = 7 for t E [3, 5]. The signal passes through a PCM system that quantizes the signal into four quantization levels in the interval [0, 8]. Four samples are taken at time t = 1,2,3,4. (1)´ (2), binary representations c(t). Draw m(t) with the quantization levels, their code number and binary representations. , For the four samples, determine their sampled values q(t), nearest quantization u(t), code numbers and their Solution: (1) Binary code Representation number level Code Quantization 6 (2) t. sample valu e qe) Nearest fuantization Ult) code number 1Binary code c(t) 5 Joqunu do
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