I just read this now. The frequency of the fundamental tone of the C you are referring to is
440*2^(-53/12) = 20.6 > 20 HzOOPS
440*2^(-57/12) = 16.4 < 20 Hz
if I am doing the calc correctly.
This S/B in your hearing range. Someone check me. I only have a math background.^ - to the power of
(EDIT to help georgey remember: all the C's Hz are slightly more than powers of 2: 8Hz, 16, 32, 64, 128, 256, 512Hz, etc. Length of organ pipes in feet for C's are also roughly powers of 2: 64', 32',... 1/2' , etc)

I guess I could just google the answer:
The low end of the audible spectrum is generally said to be somewhere between 15 and 20 Hz. Now, the lowest A on the modern piano is about 27.5 Hz, which is getting close to the edge of our ability to hear. Adding nine notes on the biggest Bösendorfer gets the lowest note down to 16.5 Hz, which can be barely heard if at all by most people.
In the very low notes, most (if not all) of what can be heard is actually the overtones of the note. That's why they sound a bit "muddy". The existence of lower notes than are generally used adds to the resonance of higher notes, so that's also one of the reasons that we have them.