BASIC NOTES on INVERTS OF 3 OF CHORDS (Part 5)

Hello again, now I will teach you about Basic Note on: Invert Chord. Did you know what is it of that ?. On basically, Invert Chord is almost same with Chord Natural, the different is, Invert Chord is use some mirror of eachs from value it self. Here it is the sample image, you can see:

And, use this formula to find Invert 3 Of Chords:

If Minor/ Mayor and Diminish of 3 of Chords:

Number of Chord or n is I – II – III = II – III – I | III – I – II

If you get little confused about it, the important is just remember the mirror from value:

II – III – I and III – I – II

Example:

Dona is really confused about find Cm chords and B chords in inverts of chords. So, how can her to find its ?.

If Minor Chord:

Intv = n + 1 ½  + 2

So, n à Cm

intv = C – Eb – G

If Mayor Chord:

Intv = n + 2 + 1 ½

And, n à B

intv = B – D# - F#

If Minor/ Mayor and Diminish of 3 of Chords:

Number of Chord or n is I – II – III = II – III – I | III – I – II

So, Cm à C – Eb – G

value I = C

value II = Eb

value III = G

And, B à B – D# - F#

value I = B

value II = D#

value III = F#

Inverter, Cm Chords:

n ( I – II – III ) = C – Eb – G

1^st Invert = ( II – III – I ) = Eb – G – C

2^nd Invert = ( III – I – II ) = G – C – Eb

Inverter, B Chords:

n ( I – II – III ) = B – D# - F#

1^st Invert = ( II – III – I ) = D# – F# – B

2^nd Invert = ( III – I – II ) = F# – B – D#

That is all, easy right?, I hope this is will be useful for you, and see you next time in new learning...