I’m not a physicist, but pretend to be one sometimes. But I know that the Fourier Transform is a good model of quantum phenomena, and of sound. That may be just a coincidence.
But in any case, a theorem about the Fourier Transform says that (assuming it accurately models sound and quantum mechanics, and as far as we know, it’s pretty close) there is a “fuzz” or error or uncertainty about both frequency and time, and the product of the two errors is always greater than Planck’s Constant.
Thus, if you know the frequency is 600hz plus or minus 0.5 hz, and you know the sound happens at time 10s plus or minus 0.1 second, 0.5 * 0.1 = 0.05 has to be greater than some constant, and you can’t have both values arbitrarily accurate. The same is true with “position” and “momentum” in quantum mechanics because the same formula models both. It may just be a coincidence, though.