We want to transmit a signal X(t) that has a bandwidth of 6 kHz. The sampled values obtained with a Nyquist sampling rate have a probability density function as shown in Figure 1. The sampled values are then quantized with a uniform quantizer of 16 levels. The transmission channel has an impulse response of h(t) = 10000sinc(42000t) cos(400000nt). fx(x | g (0.5, 0.5) Figure 1 c) Calculate the bit rate.

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We want to transmit a signal X(t) that has a bandwidth of 6 kHz. The sampled values obtained with a
Nyquist sampling rate have a probability density function as shown in Figure 1. The sampled values
are then quantized with a uniform quantizer of 16 levels. The transmission channel has an impulse
response of h(t) = 10000sinc(42000t) cos(400000nt).
fx(x)
g
(0.5, 0.5)
3
Figure 1
c) Calculate the bit rate.
Transcribed Image Text:We want to transmit a signal X(t) that has a bandwidth of 6 kHz. The sampled values obtained with a Nyquist sampling rate have a probability density function as shown in Figure 1. The sampled values are then quantized with a uniform quantizer of 16 levels. The transmission channel has an impulse response of h(t) = 10000sinc(42000t) cos(400000nt). fx(x) g (0.5, 0.5) 3 Figure 1 c) Calculate the bit rate.
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