Find A Formula For 1 1 2 1 2 3 Scale Degree Chords

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Scale Degree Chords

Any time you play a note, skip a note, and play another note, you are playing a third. The following are all 3rd. They are not the same guna (major, minor, etc.), but they are all thirds of some kind.

CE

DF

Easy

FA

GB

AC

BD

When you put at least two of those 3rds together, you make a chord. wires It’s just that many notes are played at once. Example:

C -E + EG = CEG

Notice how the two 3rds are made. The last note of the first 3 is the first note of the last 3. This is how 95% of wires are made. Also you can tell what the root of the chord is by stacking it in 3rd.

Are you familiar with the 1-3-5 chords, which are the 1st chords built from the 1st scale degree? Do you know how to get the rest of the wires? Well, the process you went through to get 1, 3, and 5 is the same process you went through to get the other chords. With 1, 3, and 5 notice how you left out 2 and 4. Well you are going to do the same from others. Here is an illustration:

1 (skip 2), 3 (skip 4), 5

2 (skip 3), 4 (skip 5), 6

3 (skip 4), 5 (skip 6) 7

4 (skip 5), 6 (skip 7) 1

5 (drop 6), 7 (drop 1) 2

6 (skip 7), 1 (skip 2) 3

7 (skip 1), 2 (skip 3) 4

When you put the notes together, it looks like this:

1-3-5 = major 1 chord

2-4-6 = minor 2nd chord

3-5-7 = minor 3 chords

4-6-1 = major 4 chords

5-7-2 = major 5 chords

6-1-3 = minor 6 chord

7-2-4 = diminished 7 chords

If you do it right, you should hear those chord properties (major, minor, etc.) above. Now, as far as notes go, you’ll only use the notes of the major scale for these chords. So, using Scale degrees The formula above, here are all chords in C:

C Major Scale: C=1 D=2 E=3 F=4 G= 5 A=6 B=7

1-3-5 = CEG

2-4-6 = DFA

3-5-7 = EGB

4-6-1 = FAC

5-7-2 = GBD

6-1-3 = ACE

7-2-4 = BDF

When we refer to chords built in scale degrees, the chords are now referenced with Roman numerals. Lower case numbers are for minor chords and upper case numbers are for major chords. Diminished vii chords are also lower case. There are many technical terms (tonic, major, minor chords, and diatonic scale) to help understand chords that lead to understanding. wire structures. I hope this simple explanation helps.

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