...The following chart shows the frequencies of various musical notes in vibrations per second (HZ): {This range covers the notes on a standard piano keyboard.} This is not the tempered musical scale that pianos are tuned to but rather the untempered mathematically correct scale frequencies.
C
32.70 2093.00
65.41 130.81 523.25
261.63 1046.50 4186.00
C#/Db
69.30
34.65 138.59 2217.45 4434.90
1108.72
285 sound holes
D
4698.62
36.71 146.83 2349.31
73.42
587.33 1174.65
D#/Eb
77.78
38.89 622.25
155.56 2489.02
311.13 1244.51 4978.03
322 top plate
E
41.20
82.41
1318.51
164.81 2637.01 5274.03
F
43.65
5587.64
1396.91 2793.82
87.31
174.61
353.5 back plate
F#/Gb
46.65
185.00
92.50 370.00
739.98
2954.94 5919.88
1479.97
784.00 3135.96
98.00 196.00 392.00 1567.98
G 6271.93
49.00
G#/Ab
103.83 6644.86
51.91 830.61
207.65 415.30 1661.21 3322.43
55.00
A 27.50
880.00 1760.00 3520.00
110.00
220.00
440.00
3729.30
A#/Bb 1864.65
58.27 466.16 932.33
116.54 233.08
29.14
B
3951.06
30.87
123.47 493.88
61.74 246.94 1975.53
987.77
...The formula for the sound frequencies is Pitch (HZ) = 523.25 * 2 (x/12) exponent where x= the number of semitones from 'C'. Once you have established an octave of 12 semi-tones; just multiply or divide for the others.