D#13th Piano Chord
D#13th
D# 13th Chord
3rd
FXMaj 6th
B#Min 7th
C#Root
D#E
G
B
D
F
F
A
C
E
D#
C#
FX
B#
The Notes in a D# 13th Chord Chord
The 3rd
Finding FX from D# step by step:
- Start on: D#
- Step 1: move up to E
- Step 2: move up to E#
- Step 3: move up to F#
- Step 4: Land on FX
3rd
FXRoot
D#1
2
3
- E is a minor second above D#.
- E# is a major 2nd above D#.
- F# is a minor third above D#.
- FX is a major third above D#.
The Maj 6th
Finding B# from D# step by step:
- Start on: D#
- Step 1: move down to CX
- Step 2: move down to C#
- Step 3: Land on B#
Maj 6th
B#Root
D#1
2
- CX is a minor second below D#.
- C# is a major 2nd below D#.
- B# is a minor third below D#. The maj 6th is down a minor third? Confusing, right? The note B# is down 3 half-steps from D#, but up 9 half-steps from D#:
Maj 6th
B#Root
D#1
2
3
4
5
6
7
8
The Min 7th
Finding C# from D# step by step:
- Start on: D#
- Step 1: move down to CX
- Step 2: Land on C#
Min 7th
C#Root
D#1
- CX is a minor second below D#.
- C# is a major 2nd below D#. The min 7th is down a major 2nd? Confusing, right? The note C# is down 2 half-steps from D#, but up 10 half-steps from D#:
Min 7th
C#Root
D#1
2
3
4
5
6
7
8
9
The Root
Finding D# from D# step by step:
- Start on: D#
- Step 1: move down to CX
- Step 2: move down to C#
- Step 3: move down to B#
- Step 4: move down to B
- Step 5: move down to A#
- Step 6: move down to A
- Step 7: move down to G#
- Step 8: move down to FX
- Step 9: move down to F#
- Step 10: move down to E#
- Step 11: move down to E
- Step 12: Land on D#
Root
D#Root
D#1
2
3
4
5
6
7
8
9
10
11
- CX is a minor second below D#.
- C# is a major 2nd below D#.
- B# is a minor third below D#.
- B is a major third below D#.
- A# is a fourth below D#.
- A is a flat fifth below D#.
- G# is a fifth below D#.
- FX is a sharp fifth (minor sixth) below D#.
- F# is a major sixth below D#.
- E# is a minor seventh below D#.
- E is a major seventh below D#.
- D# is a octave below D#. The root is down a octave? Confusing, right? The note D# is down 12 half-steps from D#, but up 0 half-steps from D#: