Compute the data rate of the human ear from the following information. People can hear frequencies up to 22 kHz. To capture all the information in a sound signal at 22 kHz, it is necessary to sample the sound at twice that frequency, that is, at 44 kHz. A 16-bit sample is probably enough to capture most of the auditory information (i.e., the ear cannot distinguish more than 65,535 intensity levels). Human Ear Data Rate

Human Ear Data Rate

You need the following information to calculate the data rate for the human ear: This is the highest frequency the ear can hear at 22 kHz. The sampling rate required to capture all the auditory information: 44 kHzThe number of bits per sample: 16 bits To calculate the data rate, you can use the following formula: Data rate (bps) = Sampling rate (Hz) * Number of bits per sample. Plugging in the values from above, we get: Data rate (bps) = 44 kHz * 16 bits = 704,000 bps. The data rate for the human ear averages 704,000 bits per second. This is only a rough estimation, since the human ear is capable of detecting a broad range frequency and intensity levels. (Oxenham, A. J. (2018). The number of bits per sample will vary depending upon the sound signal being captured.(Zwicker, E., & Fastl, H. (2015)) Cont…

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