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Piano key frequencies

This is a virtual piano with 88 keys tuned to A440, showing the frequencies, in cycles per second (Hz), of each note. This distribution of frequencies is known as equal temperament, i.e. each successive pitch is derived by multiplying the previous by the twelfth root of two. For other tuning schemes refer to Musical tuning.

Virtual piano

#notefrequency
1A-155
2Bb158.2705
3B-161.7354
4C-265.4064
5C#269.2957
6D-273.4162
7Eb277.7817
8E-282.4069
9F-287.3071
10F#292.4986
11G-297.9989
12Ab2103.826
13A-2110
14Bb2116.541
15B-2123.471
16C-3130.813
17C#3138.591
18D-3146.832
19Eb3155.563
20E-3164.814
21F-3174.614
22F#3184.997
23G-3195.998
24Ab3207.652
25A-3220
26Bb3233.082
27B-3246.942
28C-4 (middle C)261.626
29C#4277.183
30D-4293.665
31Eb4311.127
32E-4329.628
33F-4349.228
34F#4369.994
35G-4391.995
36Ab4415.305
37A-4440
38A#4466.164
39B-4493.883
40C-5523.251
41C#5554.365
42D-5587.33
43Eb5622.254
44E-5659.255
45F-5698.456
46F#5739.989
47G-5783.991
48Ab5830.609
49A-5880
50Bb5932.328
51B-5987.767
52C-61046.5
53C#61108.73
54D-61174.66
55Eb61244.51
56E-61318.51
57F-61396.91
58F#61479.98
59G-61567.98
60Ab61661.22
61A-61760
62Bb61864.66
63B-61975.53
64C-72093
65C#72217.46
66D-72349.32
67Eb72489.02
68E-72637.02
69F-72793.83
70F#72959.96
71G-73135.96
72Ab73322.44
73A-73520
74Bb73729.31
75B-73951.07
76C-84186.01
77C#84186.01
78D-84698.64
79Eb84978.03
80E-85274.04
81F-85587.65
82F#85919.91
83G-86271.93
84Ab86644.88
85A-87040
86Bb87458.62
87B-87902.13
88C-98372.02
07-10-2008 09:35:13
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