B Dominant Thirteen Sharp Fifth Guitar Chord Fingering

B 13(#5) guitar chord shapes

Welcome to our tutorial on the B 13(#5) chord. This complex chord belongs to the Augmented Chords family and is composed of the notes B, D#, F##, A, C#, E, and G#. The intervals that build this chord are 1, 3, #5, b7, 9, 11, and 13, making it a rich chord with a lot of harmonic depth.

Understanding the B 13(#5) chord will require a good grasp of chord notation and the fretboard intervals that compose it. The complete names of the music intervals that make up this chord are: Root, Major Third, Augmented Fifth, Minor Seventh, Major Ninth, Perfect Eleventh, and Major Thirteenth.

This tutorial will guide you through how to play this chord, providing chord diagrams and fretboard patterns that clearly show the tones composing the chord. This chord, while advanced, can add a unique flavor to your playing and is well worth the effort to learn.

If you are new to the world of more complex chords, you may find our intermediate guitar chord tutorial helpful. For those looking to understand the theory behind building chords like the B 13(#5), our guitar music theory tutorial can provide useful insights.

Mastering the B 13(#5) chord can open up new possibilities in your playing, especially in genres like jazz that frequently use augmented and extended chords. We hope this tutorial helps you in your musical journey!

B 13(#5) chord Notes:

B D# F## A C# E G#

How the Dominant Thirteen Sharp Fifth chord is built:

1
b2
2
b3
3
4
b5
5
#5
6
b7
7
8
b9
9
#9
11
#11
13

B Dominant Thirteen Sharp Fifth Guitar Chord Fingers Positions

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Play This Chord With Other Roots

C 13(#5) | D 13(#5) | E 13(#5) | F 13(#5) | G 13(#5) | A 13(#5) | B 13(#5) | C#13(#5) | D#13(#5) | F#13(#5) | G#13(#5) | A#13(#5) | Ab13(#5) | Bb13(#5) | Db13(#5) | Eb13(#5) | Gb13(#5)

FAQ

What do the '13' and '(#5)' signify in the B 13(#5) chord name?

The '13' indicates that the chord is an extended chord, including intervals up to the Major Thirteenth. The '(#5)' specifies that the fifth interval of the chord is augmented, meaning it's an Augmented Fifth. This notation precisely defines the chord's complex harmonic structure.

Why is the B 13(#5) chord considered part of the 'Augmented Chords family'?

The B 13(#5) chord belongs to the Augmented Chords family because it features an Augmented Fifth interval (F## from the root B). This specific interval is the defining characteristic that gives the chord its augmented quality and unique harmonic color.

Why is the note F## used in the B 13(#5) chord instead of G, since they sound the same?

The note F## is used to maintain theoretical accuracy and properly spell the Augmented Fifth interval relative to the root B. While G is enharmonically equivalent to F## (meaning they sound the same), using F## correctly denotes a raised fifth, preserving the correct intervallic structure within the chord's construction.

What are the fundamental notes and intervals that define the B 13(#5) chord?

The B 13(#5) chord is defined by its root (B) and the following specific intervals: Root, Major Third, Augmented Fifth, Minor Seventh, Major Ninth, Perfect Eleventh, and Major Thirteenth. These intervals correspond to the notes B, D#, F##, A, C#, E, and G# respectively.

When might a guitarist use a complex chord like the B 13(#5)?

Guitarists use the B 13(#5) chord to add a rich, unique, and harmonically deep flavor to their playing. It's particularly useful in genres like jazz, where extended and altered chords are frequently employed to create sophisticated harmonies and introduce tension or resolution.

What is the difference between the numeric intervals (1, 3, #5, etc.) and their complete names (Root, Major Third, Augmented Fifth, etc.)?

The numeric intervals (1, 3, #5, b7, 9, 11, 13) are a shorthand notation indicating the position and alteration of each chord tone relative to the root. Their complete names (Root, Major Third, Augmented Fifth, Minor Seventh, Major Ninth, Perfect Eleventh, Major Thirteenth) provide the full, descriptive terminology, clarifying the exact quality (e.g., Major, Minor, Augmented, Perfect) of each interval.

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