Posts Tagged ‘sharps’
This article deals with the notes on the guitar and not why you should learn them. Why learn notes on the guitar?
Notes on the ‘D’ string: Highlighted in Red
Sharp notes on the ‘D’ string.
Flat notes on the ‘D’ string.
D# = Eb
F# = Gb
G# = Ab
A# = Bb
C# = Db
:::Related Articles:::
Notes on the bottom ‘E’ string
Notes on the bottom ‘A’ string
Related Reading:
This article deals with the notes on the guitar and not why you should learn them. Why learn notes on the guitar?
The thickest string on your guitar is called bottom ‘E’.
The notes on bottom ‘E’
In the picture above shows the notes on the guitar.
Playing the string highlighted open(no fretting, no fingers) gives us the note of E.
By pressing the string down on certain frets gives us other notes.
Looking at the image above and the information below gives us those notes.
1st Fret = F
3rd Fret = G
5th Fret = A
7th Fret = B
8th Fret = C
10th Fret = D
Finally 12th fret (the octave) = E

If you look at the 2 images above you’ll see sharps(#) and flats (b).
By playing the ‘E’ string on the 2nd fret we get both F# and Gb.
Knowing both ‘versions’ of these notes will benefit your knowledge.
This works through the string.
Take a look at the 4th fret.
If you fret the string here you get both G# and Ab.
On the 6th string you get A# and Bb.
Exceptions = No E# and Fb
Hope that helps.
Related Reading:
One way to learn your key signatures is this:
Key Signatures with Sharps
Take the Cmajor Scale – it has no sharps or flats,
C D E F G A B C
![]()
Count up five degrees of the scale to G
Start the scale from G,
G A B C D E F G – add the sharp – this is a semitone down from the first note – therefore our sharp is F#
So now G major looks like this:
G A B C D E F# G
![]()
Count up five degrees of the scale to D,
Start the scale from D,
D E F# G A B C D – add the sharp – this is a semitone down from the first note – therefore our sharp is C#
So now D major looks like this:
D E F# G A B C# D
![]()
Count up five degrees of the scale to A,
Start the scale from A,
A B C# D E F# G A- add the sharp – this is a semitone down from the first note – therefore our sharp is G#
So now A major looks like this:
A B C# D E F# G# A
![]()
Count up five degrees of the scale to E,
Start the scale from E,
E F# G# A B C# D E- add the sharp – this is a semitone down from the first note – therefore our sharp is D#
So now E major looks like this:
E F# G A B C# D# E
Count up five degrees of the scale to B,
Start the scale from B,
B C# D# E F# G# A B- add the sharp – this is a semitone down from the first note – therefore our sharp is A#
So now B major looks like this:
B C# D# E F# G# A# B
Key Signatures with Flats
Take the Cmajor Scale – it has no sharps or flats,
C D E F G A B C
![]()
Count up Four degrees of the scale to F
Start the scale from F,
F G A B C D E F- count up four degrees to B flatten this note so it becomes Bb (THIS WILL ALSO BE THE START OF YOUR NEXT SCALE)
So now F major looks like this:
F G A Bb C D E F
Count up Four degrees of the scale toBb
Start the scale fromBb,
Bb C D E F G A Bb- count up four degrees to E flatten this note so it becomes Eb (THIS WILL ALSO BE THE START OF YOUR NEXT SCALE)
So now Bb major looks like this:
Bb C D Eb F G A Bb
Count up Four degrees of the scale toEb
Start the scale fromEb,
Eb F G A Bb C D Eb- count up four degrees to A flatten this note so it becomes Ab (THIS WILL ALSO BE THE START OF YOUR NEXT SCALE)
So now Eb major looks like this:
Eb F G Ab Bb C D Eb
Count up Four degrees of the scale toAb
Start the scale fromAb,
Ab Bb C D Eb F G Ab- count up four degrees to D flatten this note so it becomes Db (THIS WILL ALSO BE THE START OF YOUR NEXT SCALE)
So now Ab major looks like this:
Ab Bb C Db Eb F G Ab
Count up Four degrees of the scale toDb
Start the scale fromDb,
Db Eb F G Ab Bb C Db- count up four degrees to G flatten this note so it becomes Gb (THIS WILL ALSO BE THE START OF YOUR NEXT SCALE)
So now Gb major looks like this:
Db Eb F Gb Ab Bb C Db




















