Originally Posted by: donfI understand that 3 notes can make up a triad, but (I know this is dumb) are they like this....eg
C-E-G
D-F-A
E-A-C *******
F-A-C
G-B-D
A-D-E*******
B-E-G*******
or are they
C-E-G
D-F#-A
E-Ab-B
F-A-C
G-B-D
A-Db-E
B-Eb-F#
I'm a little confused on what the triad is being based on. If I were to base it on the key of 'C', then, no #'s or b's would be present.
I like your Idea Here. Your first list (other than marked ****** Just needs a little fixin up with the correct notes) are the triads necessary for the Key of C Major. You are correct, no #'s or b's in C Major. Let's Fix the *** triads and you will notice a pattern that works for every Key.
Triad and Chord name:
C-----E-----G = C Major
D-----F-----A = D minor
E-----G-----B = E minor
F-----A-----C = F Major
G-----B-----D = G Major
A-----C-----E = A minor
B-----D-----F = B minor/flat 5
Look down each row vertically starting with the first row (Root) of each triad. Notice how they are in perfect order. Now check the second row (3rd for Major chords, b3rd for minor chords) then the third row (5th and one b5th). They are also in perfect order and match the Key of C Major.
When figuring the triads for a particular Key that has #'s for instance, It will also follow that perfect order, as would one with b's. (A Key will either be all # notes or all b notes, never combined).
The Key of G has one # note in it, the F#. The F# is the same note as the Gb (Eharmonic equivalent), but using Gb instead of F# would screw up that perfect order as would any note out of place.
G-----B-----D
A-----C-----E
B-----D-----F#
C-----E-----G
D-----F#-- -A
E-----G-----B
F#----A----C
The second list you have in your post are Major triads for each independant note, that's why they don't fit in the key of C, even though they are the same root notes from the key of C.
Again, when listing a Chord formula, It's best to follow the order of the notes as they are used, example; E-G#-B and another A-C#-E and another Ab-C-Eb
That way they will also follow that perfect order.