Name the triad and whether it's in root position, 1st inversion or 2nd inversion.
M = Major; m = minor; dim = diminished; aug = augmented.
C#aug
Edim
AM
AM 1st inv
C#m 1st inv
C#M 2nd inv
Eaug
C#M 1st inv
AbM
AbM 1st inv
Abm
Abm 1st inv
Cbm
CbM 2nd inv
CbM 1st inv
Eb dim 2nd inv
Gbaug
Am
Cm 1st inv
EM 2nd inv
CM 2nd inv
Gm 1st inv
Cm 1st inv
Gaug 2nd inv
EbM 1st inv
Bb dim
D aug 2nd inv
Gm 1st inv
GM 2nd inv
EbM
Ebm
AbM 2nd inv
AbM 1st inv
Bbdim 1st inv
Bbdim 2nd inv
Dbm 2nd inv
DbM
D#dim
D#M 1st inv
Aaug 2nd inv
F#m 1st inv
Ebaug
Caug 2nd inv
Cdim 1st inv
Ebm
Cm
Ebm
Am 1st inv
Adim 1st inv
FM 2nd inv
Caug
Fm 1st inv
AM 2nd inv
Fdim
FM
Fm
Ab dim
Gbm
GbM
Gbdim
Gbaug
Aaug
Am 2nd inv
C#m
2nd inv
F#m 1st inv
Bbm 2nd inv
Bbm 1st inv
Dbm 2nd inv
Fm 1st inv
Eaug
EM 1st inv
Em 2nd inv
AM 2nd inv
Em 1st inv
EM 2nd inv
Baug
Edim 2nd inv
G#m 2nd inv
C#M 1st inv
C#m 1st inv
C#m 2nd inv
Am 1st inv
EM 1st inv
Am 2nd inv
EM
G#dim 1st inv
Eaug
B#aug
G#m 2nd inv
Faug
Fm 1st inv
BbM 2nd inv
BM 2nd inv
Cm 1st inv
Caug 1st inv
Cdim 1st inv
C aug 1st inv
Edim
Em
Eaug
G#m 1st inv
Gdim
Gaug
Bbm 2nd inv
DbM 1st inv
A dim 2nd inv
Adim
DM 1st inv
DM 2nd inv
BM 1st inv
G#m 1st inv
G#m 2nd inv
BM 1st inv
EM 2nd inv
Em 1st inv
EM 1st inv
Eaug 2nd inv
Gdim 2nd inv
Gdim 1st inv
Db aug
Gm 2nd inv
BM 1st inv
D#dim
F#M 1st inv
Bm 1st inv
Gm
Gaug
Bm 2nd inv
Ebaug 1st inv
Bm 2nd inv
Bm 1st inv
Daug
Dm 1st inv
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