GabriellaDul
22.10.2019 •
Computers and Technology
How many bits does it take to store a 3-minute song using an audio encoding method without compression that samples at the rate of 40,000 samples per second and has a bit depth of 16? what if it uses a compression scheme with a compression ratio of 5: 1?
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Ответ:
a) 51,200 bits. b) : 10,240 bits.
Explanation:
If we sample a 3 - minute song at 40,000 samples per second, and we are told that each sample is represented by a combination of 16 bits, we can calculate the number of bits needed to store the song as follows:
N = 40,000 samples /sec . 16 bits /sample. 180 sec,. = 51,200 bits.
Now, if we compress the samples taken, after quantization, in a 5:1 relationship, this means that we will store only 1 of each 5 samples, essentially removing redundant information, so the number of bits needed after compresssion will be 51,200 / 5 = 10,240 bits.
It is interesting to note that if we apply the Sampling Theorem, that says that in order to be recoverable, a signal must be sampled at least two times during the shortest cycle, or at a frequency double than the highest frequency component in the signal, we can see that the signal is sampled at 20 Khz, which is usually the upper audible frequency limit.
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The Biomes in Belize are various from tropical rain forests to coral reefs and savannas to swamps, though the two main biomes are rain forest and coral reefs. these biomes together cover 64% of Belize.
Hope it helps... please mark my answer brainliest