A compact disk (CD) stores music (an analog signal) in a digital format. How is this done? How is the digital data reconverted to the music you hear? Given that audible frequencies range from 20 Hz to 20 kHz, what is an appropriate sampling frequency? For this sampling rate, how many bits must be stored on a CD to produce 45 minutes of listening pleasure, assuming the music is stored uncompressed (e.g., as a WAV file and not as an MP3 file)? Assume just the raw data is stored, without the sophisticated error correction and compensation schemes described in Internet Link 8.5.

EBK ELECTRICAL WIRING RESIDENTIAL
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Chapter32: Standby Power Systems
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Problem 7R: Briefly explain the function of a transfer switch. _____
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MECT361 Mechatronics Components and Instrumentation PLEASE GIVE ME THE REFRENCE (((please note that it is not allowed to copy paste from any reference unless you mention the reference appropriately at the end of your report. Besides, you must put the copy-pasted part of your report in quotations (i.e. " ").)))
CLASS DISCUSSION ITEM 8.6
Audio CD Technology
A compact disk (CD) stores music (an analog signal) in a digital format. How is this
done? How is the digital data reconverted to the music you hear? Given that audible
frequencies range from 20 Hz to 20 kHz, what is an appropriate sampling frequency?
For this sampling rate, how many bits must be stored on a CD to produce 45 minutes
of listening pleasure, assuming the music is stored uncompressed (e.g., as a WAV file
and not as an MP3 file)? Assume just the raw data is stored, without the sophisticated
error correction and compensation schemes described in Internet Link 8.5.
Transcribed Image Text:CLASS DISCUSSION ITEM 8.6 Audio CD Technology A compact disk (CD) stores music (an analog signal) in a digital format. How is this done? How is the digital data reconverted to the music you hear? Given that audible frequencies range from 20 Hz to 20 kHz, what is an appropriate sampling frequency? For this sampling rate, how many bits must be stored on a CD to produce 45 minutes of listening pleasure, assuming the music is stored uncompressed (e.g., as a WAV file and not as an MP3 file)? Assume just the raw data is stored, without the sophisticated error correction and compensation schemes described in Internet Link 8.5.
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