5.2-1 A compact disc (CD) records audio signals digitally by using PCM. Let the audio signal bandwidth be 15 kHz. (a) If the Nyquist samples are uniformly quantized into L = 65,536 levels and then binary-coded, determine the number of binary digits required to encode a sample. (b) If the audio signal has average power of 0.1 W and peak voltage of 1 V, find the resulting ratio of signal to quantization noise (SNR) of the uniform quantizer output in part (a). (c) Determine the number of binary digits per second (bit/s) required to encode the audio signal.
5.2-1 A compact disc (CD) records audio signals digitally by using PCM. Let the audio signal bandwidth be 15 kHz. (a) If the Nyquist samples are uniformly quantized into L = 65,536 levels and then binary-coded, determine the number of binary digits required to encode a sample. (b) If the audio signal has average power of 0.1 W and peak voltage of 1 V, find the resulting ratio of signal to quantization noise (SNR) of the uniform quantizer output in part (a). (c) Determine the number of binary digits per second (bit/s) required to encode the audio signal.
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![5.2-1 A compact disc (CD) records audio signals digitally by using PCM. Let the audio signal
bandwidth be 15 kHz.
(a) If the Nyquist samples are uniformly quantized into L = 65,536 levels and then
binary-coded, determine the number of binary digits required to encode a sample.
(b) If the audio signal has average power of 0.1 W and peak voltage of 1 V, find the resulting
ratio of signal to quantization noise (SNR) of the uniform quantizer output in part (a).
(c) Determine the number of binary digits per second (bit/s) required to encode the audio
signal.
(d) For practical reasons discussed in the text, signals are sampled at a rate well above the
Nyquist rate. Practical CDs use 44,100 samples per second. If L = 65,536, determine
the number of bits per second required to encode the signal and the minimum bandwidth
required to transmit the encoded signal.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9328926a-b343-4d47-8a00-cbd9e6e36ac2%2Ff5998f12-88c4-442a-88d3-04313b87335f%2F4kp455c_processed.jpeg&w=3840&q=75)
Transcribed Image Text:5.2-1 A compact disc (CD) records audio signals digitally by using PCM. Let the audio signal
bandwidth be 15 kHz.
(a) If the Nyquist samples are uniformly quantized into L = 65,536 levels and then
binary-coded, determine the number of binary digits required to encode a sample.
(b) If the audio signal has average power of 0.1 W and peak voltage of 1 V, find the resulting
ratio of signal to quantization noise (SNR) of the uniform quantizer output in part (a).
(c) Determine the number of binary digits per second (bit/s) required to encode the audio
signal.
(d) For practical reasons discussed in the text, signals are sampled at a rate well above the
Nyquist rate. Practical CDs use 44,100 samples per second. If L = 65,536, determine
the number of bits per second required to encode the signal and the minimum bandwidth
required to transmit the encoded signal.
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