A Table of Musical Pitches
Donald Byrd
School of Informatics & Jacobs School of Music, Indiana University
rev. August 2007
This table lists pitches with their ISO note names, frequencies (in Hertz), and MIDI note numbers. Frequencies are the standard ones, with A-440 and equal temperament. In equal temperament, an interval of 1 semitone has a frequency ratio of 2^(1/12), or ca. 1.05946 : 1. Since A-440 is MIDI note number 69, the frequency in Hertz of note number m is therefore
freq = 440 * 2^((m-69)/12)
*PL, *PH = the lowest and highest notes of the modern piano (except for a few, notably
certain Boesendorfers, that go down to F0 or even C0).
*MC = middle C.
Pitch | Frequency | MIDI | Pitch | Frequency | MIDI | Pitch | Frequency | MIDI |
C0 | 16.352 | 12 | C4 | 261.626 | 60 *MC | C8 | 4186.009 | 108 *PH |
C#0 | 17.324 | 13 | C#4 | 277.183 | 61 | C#8 | 4434.922 | 109 |
D0 | 18.354 | 14 | D4 | 293.665 | 62 | D8 | 4698.637 | 110 |
D#0 | 19.445 | 15 | D#4 | 311.127 | 63 | D#8 | 4978.032 | 111 |
E0 | 20.602 | 16 | E4 | 329.628 | 64 | E8 | 5274.042 | 112 |
F0 | 21.827 | 17 | F4 | 349.228 | 65 | F8 | 5587.652 | 113 |
F#0 | 23.125 | 18 | F#4 | 369.994 | 66 | F#8 | 5919.912 | 114 |
G0 | 24.500 | 19 | G4 | 391.995 | 67 | G8 | 6271.928 | 115 |
G#0 | 25.957 | 20 | G#4 | 415.305 | 68 | G#8 | 6644.876 | 116 |
A0 | 27.500 | 21 *PL | A4 | 440.000 | 69 | A8 | 7040.000 | 117 |
A#0 | 29.135 | 22 | A#4 | 466.164 | 70 | A#8 | 7458.620 | 118 |
B0 | 30.868 | 23 | B4 | 493.883 | 71 | B8 | 7902.133 | 119 |
C1 | 32.703 | 24 | C5 | 523.251 | 72 | C9 | 8372.019 | 120 |
C#1 | 34.648 | 25 | C#5 | 554.365 | 73 | C#9 | 8869.845 | 121 |
D1 | 36.708 | 26 | D5 | 587.330 | 74 | D9 | 9397.273 | 122 |
D#1 | 38.891 | 27 | D#5 | 622.254 | 75 | D#9 | 9956.064 | 123 |
E1 | 41.203 | 28 | E5 | 659.255 | 76 | E9 | 10548.083 | 124 |
F1 | 43.654 | 29 | F5 | 698.457 | 77 | F9 | 11175.305 | 125 |
F#1 | 46.249 | 30 | F#5 | 739.989 | 78 | F#9 | 11839.823 | 126 |
G1 | 48.999 | 31 | G5 | 783.991 | 79 | G9 | 12543.855 | 127 |
G#1 | 51.913 | 32 | G#5 | 830.609 | 80 | G#9 | 13289.752 | - |
A1 | 55.000 | 33 | A5 | 880.000 | 81 | A9 | - | |
A#1 | 58.270 | 34 | A#5 | 932.328 | 82 | A#9 | - | |
B1 | 61.735 | 35 | B5 | 987.767 | 83 | B9 | - | |
C2 | 65.406 | 36 | C6 | 1046.502 | 84 | |||
C#2 | 69.296 | 37 | C#6 | 1108.731 | 85 | |||
D2 | 73.416 | 38 | D6 | 1174.659 | 86 | |||
D#2 | 77.782 | 39 | D#6 | 1244.508 | 87 | |||
E2 | 82.407 | 40 | E6 | 1318.510 | 88 | |||
F2 | 87.307 | 41 | F6 | 1396.913 | 89 | |||
F#2 | 92.499 | 42 | F#6 | 1479.978 | 90 | |||
G2 | 97.999 | 43 | G6 | 1567.982 | 91 | |||
G#2 | 103.826 | 44 | G#6 | 1661.219 | 92 | |||
A2 | 110.000 | 45 | A6 | 1760.000 | 93 | |||
A#2 | 116.541 | 46 | A#6 | 1864.655 | 94 | |||
B2 | 123.471 | 47 | B6 | 1975.533 | 95 | |||
C3 | 130.813 | 48 | C7 | 2093.005 | 96 | |||
C#3 | 138.591 | 49 | C#7 | 2217.461 | 97 | |||
D3 | 146.832 | 50 | D7 | 2349.318 | 98 | |||
D#3 | 155.564 | 51 | D#7 | 2489.016 | 99 | |||
E3 | 164.814 | 52 | E7 | 2637.021 | 100 | |||
F3 | 174.614 | 53 | F7 | 2793.826 | 101 | |||
F#3 | 184.997 | 54 | F#7 | 2959.956 | 102 | |||
G3 | 195.998 | 55 | G7 | 3135.964 | 103 | |||
G#3 | 207.652 | 56 | G#7 | 3322.438 | 104 | |||
A3 | 220.000 | 57 | A7 | 3520.000 | 105 | |||
A#3 | 233.082 | 58 | A#7 | 3729.310 | 106 | |||
B3 | 246.942 | 59 | B7 | 3951.066 | 107 |