Easy Ways To Play The A#7(#5) Guitar Chord
Welcome to this tutorial on the A# 7(#5) chord, a member of the intriguing Augmented Chords family. This chord is a unique blend of notes that creates a distinct musical flavor. It's composed of the notes A#, C##, E##, and G# and is built from the intervals 1, 3, #5, and b7.
The intervals are the building blocks of chords, and understanding them is key to mastering the guitar. For a more in-depth look at how chords are constructed, check out this tutorial on building chords by stacking intervals.
Each interval in the A# 7(#5) chord has a specific musical name. The '1' is the Root, '3' is the Major Third, '#5' is an Augmented Fifth, and 'b7' is the Minor Seventh. If you want to understand more about fretboard intervals and how they work, this fretboard intervals tutorial will be a great help.
The A# 7(#5) chord is a dominant 7 chord with a raised fifth, making it a bit more complex than beginner chords. If you're looking for more advanced chords to enhance your playing, check out our intermediate guitar chord tutorial.
Notation is another crucial aspect of understanding chords. The way we denote chords depends on the intervals that compose them. To better understand this, our tutorial on how to denote chords is a fantastic resource.
Finally, if you've got a chord shape in mind but aren't sure how to name it, our interactive tool to analyze chord shapes can be a great help. Stay tuned for our detailed diagrams and fretboard patterns that will show you exactly how to play the A# 7(#5) chord.
Notes of the A# 7(#5) chord:
Chord structure of the Dominant Seventh Sharp Fifth chord:
A# Dominant Seventh Sharp Fifth Guitar Chord Voicings
Chord boxes are sorted from the easiest to the hardest. Learn how to read chord diagrams.
If you have difficulties with bar chord shapes, check the Bar Chords Tips tutorial.
You can also use this accessible chords page with written diagrams instruction.
Position 1
Barre
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Position 2
Barre
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Position 3
Barre
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FAQ
What is an A# 7(#5) chord?
The A# 7(#5) chord is a distinctive member of the Augmented Chords family. It's constructed from the notes A#, C##, E##, and G#, which correspond to the Root (1), Major Third (3), Augmented Fifth (#5), and Minor Seventh (b7) intervals, respectively. This chord is a dominant 7 chord with a raised fifth.
What are the specific notes that make up the A# 7(#5) chord?
The A# 7(#5) chord is composed of four specific notes: A# (the Root), C## (the Major Third), E## (the Augmented Fifth), and G# (the Minor Seventh). These notes together create its unique musical flavor.
Why is the A# 7(#5) chord classified as an 'Augmented Chord'?
The A# 7(#5) chord is classified as an 'Augmented Chord' primarily because of the presence of the Augmented Fifth (#5) interval. This specific raised fifth is a defining characteristic that gives augmented chords their distinct sound and places this chord within that family.
How do the intervals 1, 3, #5, and b7 define the A# 7(#5) chord?
These intervals are the building blocks that define the A# 7(#5) chord's structure from its root. '1' is the Root (A#), '3' is the Major Third (C##), '#5' is the Augmented Fifth (E##), and 'b7' denotes the Minor Seventh (G#). Understanding these specific interval relationships is key to mastering the chord.
What distinguishes an A# 7(#5) chord from a standard A#7 (dominant 7) chord?
The primary difference between an A# 7(#5) chord and a standard A#7 chord lies in the fifth interval. A standard A#7 chord would typically feature a perfect fifth, whereas the A# 7(#5) chord explicitly includes an *Augmented Fifth* (#5). This raised fifth gives the A# 7(#5) a more complex and distinct musical character.
Why are notes like C## and E## (double sharps) used in the A# 7(#5) chord's composition?
Double sharps like C## and E## are used to accurately maintain the theoretical interval names from the A# root. To correctly represent a Major Third above A# as '3' and an Augmented Fifth above A# as '#5', these specific enharmonic spellings are necessary. This ensures consistent chord construction logic based on intervals.