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G#m7 Piano Chord

    Piano Diagram of G#m7 in Root Position

    G#m7 Chord - Root Position - Piano Diagram

    G#m7 is a minor chord built on the key of G# with an added minor 7th. It is formed by the notes G#, B, D#, and F#. In this article, we’ll explore the music theory underlying the G#m7 chord, including its construction, common voicings, and its role in chord progressions.

     


    Structure of G#m7

    Notes

    G#, B, D#, F#

    Intervals

    R, m3, 5, m7

     

    Finger Position

    Left Hand

    5, 3, 2, 1

    5, 4, 2, 1

    Right Hand

    1, 2, 4, 5

    1, 2, 3, 4

     

    G#m7 Chord Inversions

     

    The G#m7 chord has a total of 3 inversions:

    Root Position: G# B D# F#
    1st Inversion: B D# F# G#
    2nd Inversion: D# F# G# B
    3rd Inversion: F# G# B D#

    Piano Keyboard Diagrams

    G#m7 Chord Equivalencies

    Rearranging the notes of a chord can result in unique and interesting chord equivalencies. This is particularly true for 7th chords, where we can create a distinct type of chord by rearranging the notes of a minor 7th chord in a specific way.

    For instance, if we take the 1st inversion of a minor 7th chord, where the 3rd note becomes the root note, we end up with a major 6th chord (also known as an “add 6th” chord).

    Let’s consider the G#m7 chord, which comprises the notes G#, B, D#, and F#. If we rearrange the notes such that B becomes the root note, we obtain a B6 chord with the notes B, D#, F#, and G#.

    1st Inversion of G#m7 = B6

    The reason why the 1st inversion of a minor 7th chord results in a major 6th chord is due to the note relationships between the chords. When we move the 3rd note to become the root note, we end up with a chord that features a major 3rd, perfect 5th, and a major 6th interval.


    Music Theory and Harmony of G#m7

     

    In music theory, m7 chords, also known as minor seventh chords, are commonly used and have a melancholic or introspective quality. They can be found in various genres such as jazz, blues, pop, and classical music. These chords add richness and tension to a musical piece and are often used as tonic, subdominant, or dominant chords.

     

    Building the G#m7 Chord: Different Approaches

    When building a minor seventh (m7) chord, there are a few different approaches you can take. These approaches can be used interchangeably to construct m7 chords and provide different perspectives on building these chords:

    Starting from the G# Major Scale

    G# minor 7th is built by combining the Root, a minor 3rd, a 5th, and a minor 7th interval from a minor scale, however, for educational purposes, it may be clearer to demonstrate its construction using a major scale, as it better illustrates the relationship between intervals and their qualities.

    For example, to build a G#m7 chord, you can start with the G# Major scale, which consists of the notes G#, A#, B#, C#, D#, E#, and Fx.

     

    G# Major Diatonic Scale

    G# Major Scale

     

    G# Major Diatonic Scale up to octave Keyless Notation

    G# Major Scale – Keyless Notation

     

    To create a G#m7 chord, apply the formula R, m3, 5, m7 in the following manner:

    1. Begin with the Root note, G#.
    2. Select the 3rd interval, which is B# then lower it down by a half-step to get the minor 3rd B.
    3. Include the 5th note, D#.
    4. Finally, add the minor 7th interval, F#.

    By following this simple formula, you can create a minor 7th chord from any major scale.

     


    by Combining Intervals

    Another way to form a minor 7th chord is by combining specific intervals – a minor 3rd, a major 3rd, and another minor 3rd.

    m3 + 3 + m3 = minor 7th Chords

    If we observe the intervals between the notes, we can notice that G#-B creates a minor 3rd interval, B-D# forms a major 3rd interval, and D#-F# is a minor 3rd interval. By stacking these three intervals together, we can build the G#m7 chord.

     


    How to Use G# min7 in a Chord Progression

     

    The G# minor 7th chord can have various harmonic functions, depending on its context within a piece of music. Here you can see on what degrees it appears naturally:

    on Natural minor Scales

    Minor Scales i ii III iv v VI VII
    G# G# min7 A#m7b5 B Maj7 C# min7 D# min7 E Maj7 F#7
    D# D# min7 E#m7b5 F# Maj7 G# min7 A# min7 B Maj7 C#7
    C# C# min7 D#m7b5 E Maj7 F# min7 G# min7 A Maj7 B7
    • Tonic chord in G# minor
    • Subdominant chord in D# minor
    • Dominant chord in C# minor

     

    on Major Scales

    Major Scales I ii iii IV V vi vii
    F# F# Maj7 G# min7 A# min7 B Maj7 C#7 D# min7 E#m7b5
    E E Maj7 F# min7 G# min7 A Maj7 B7 C# min7 D#m7b5
    B B Maj7 C# min7 D# min7 E Maj7 F#7 G# min7 A#m7b5
    • Supertonic chord in F# Major
    • Mediant chord in E Major
    • Submediant chord in B Major

     


    G#m7 Function in Major and Minor Keys

    Understanding Scale Degrees

    To understand the relationships between the notes in a scale and their functions within chords, it’s essential to know about scale degrees. The diatonic major scale is made up of seven degrees, each with its own unique role in creating the overall harmony of the scale.

    1. Starting with the first degree of the scale, known as the Tonic, this note serves as the anchor for the music. It establishes a stable tonal center that acts as the foundation for the scale.
    2. Moving on to the second degree, called the Supertonic, is often used as a transitional note between the Tonic and other notes in the scale. It creates a sense of motion within the melody or harmony.
    3. The third degree of the scale is the Mediant, which sits halfway between the Tonic and Dominant notes. It helps establish whether the scale is major or minor.
    4. The fourth degree, known as the Subdominant, is used to complement the Dominant and add tension and resolution to the music.
    5. The fifth degree is the Dominant, which creates tension and anticipation within the melody or harmony. This note is typically resolved by returning to the Tonic.
    6. The sixth degree, the Submediant, is often employed as a transitional note between the Dominant and Tonic, adding a sense of stability and restfulness to the music.
    7. Finally, the seventh degree is the Leading tone, located one half-step below the Tonic. It creates a strong sense of tension and a desire to resolve to the Tonic. This note is frequently used to create a sense of resolution and finality in the melody or harmony.

     


    G#m7 as Tonic Chord in G# Minor

    In the key of G# minor, G#m7 can serve as the Tonic chord. This means that it’s the chord that creates a sense of stability and resolution, acting as the starting point and tonal center of the scale.

    i ii III iv v VI VII
    G# min7 A#m7b5 B Maj7 C# min7 D# min7 E Maj7 F#7

     

    G#m7 Chord Progressions as i degree

    The following chord progressions are examples of how G# minor 7th can serve as the tonic chord (i degree). I’ve added a possible voicing but it’s just a suggestion.

    i VI VII III
    i VI VII III
    G# min7

    (G#, B, D#, F#)

    E Maj7

    (G#, B, D#, E)

    F#7

    (F#, A#, C#, E)

    B Maj7

    (F#, A#, B, D#)

     

    Chromatic modulation
    i iΔ i7 i6
    G# min

    (G#, B, D#, G#)

    G#mMaj7

    (G#, B, D#, G)

    G# min7

    (G#, B, D#, F#)

    G# min6

    (G#, B, D#, E#)

     

    i iv VI VII
    i iv VI VII
    G# min7

    (G#, B, D#, F#)

    C# min7

    (G#, B, C#, E#)

    E Maj7

    (E, G#, B, D#)

    F#7

    (E, F#, A#, C#)

     


    G#m7 as Subdominant Chord in D# Minor

    G# minor 7th can also appear as the subdominant chord (iv degree) in the key of D# minor.

    i ii III iv v VI VII
    D# min7 E#m7b5 F# Maj7 G# min7 A# min7 B Maj7 C#7

     

    G#m7 Chord Progressions as iv degree

    The following chord progressions feature a G#m7 chord as the subdominant (iv degree):

    iv III VI VII
    iv III VI VII
    G# min7 F# Maj7 B Maj7 C#7

     

    i iv VI v
    i iv VI v
    D# min7 G# min7 B Maj7 A# min7

     


    G#m7 as Dominant Chord in C# Minor

    In C# minor, G#m7 can be used as the dominant chord. As a dominant minor chord in a minor key, the G#m7 creates a sense of tension and anticipation, leading to the resolution of the tonic chord, which in this case is C#m.

    i ii III iv v VI VII
    C# min7 D#m7b5 E Maj7 F# min7 G# min7 A Maj7 B7

     

    G#m7 as v degree – Chord Progressions

    If you want to hear how G# minor 7th sounds as the dominant chord in the C# minor scale, try playing the following chord progressions:

    i iv VI v
    i iv VI v
    C# min7 F# min7 A Maj7 G# min7

     

    i v VI VII
    i v VI VII
    C# min7 G# min7 A Maj7 B7

     

    i VI v iv
    i VI v iv
    C# min7 A Maj7 G# min7 F# min7

     


    G#m7 as Supertonic Chord in F# Major

    Although often associated with minor keys, G#m7 can also be used in major keys. In the key of F# major, for example, G#m7 functions as the supertonic chord, which is located on the second degree of the scale.

    In this context, G#m7 creates a slightly tense and unresolved sound, adding a feeling of anticipation or expectation as it typically leads to the dominant or subdominant chords.

    I ii iii IV V vi vii
    F# Maj7 G# min7 A# min7 B Maj7 C#7 D# min7 E#m7b5

     

    G#m7 Chord Progressions as ii degree

    Try playing the following chord progressions to better understand how the G#m7 chord functions as the supertonic (ii) chord in the key of F# major.

    ii V I
    ii V I
    G# min7 C#7 F# Maj7

     

    I IV ii V iii vi ii V
    I IV ii V iii vi ii V
    F# Maj7 B Maj7 G# min7 C#7 A# min7 D# min7 G# min7 C#7

     


    G#m7 as Mediant Chord in E Major

    G#m7 has yet another function apart from its positions in minor and major keys. It can also serve as the mediant (iii) chord in the key of E major, which is located on the third degree of the scale.

    I ii iii IV V vi vii
    E Maj7 F# min7 G# min7 A Maj7 B7 C# min7 D#m7b5

     

    G#m7 Chord Progressions as iii degree

    To better understand how G#m7 serves as the mediant in the E major scale, you can try playing the following chord progressions:

    I iii IV V
    I iii IV V
    E Maj7 G# min7 A Maj7 B7

     

    I iii ii V
    I iii ii V
    E Maj7 G# min7 F# min7 B7

     

    I iii vi IV
    I iii vi IV
    E Maj7 G# min7 C# min7 A Maj7

     


    G#m7 as Submediant Chord in B Major

    You can play a G#m7 on the sixth degree of the B major scale where it functions as the submediant chord. The submediant chord usually brings a sense of relaxation and stability to a chord progression.

    I ii iii IV V vi vii
    B Maj7 C# min7 D# min7 E Maj7 F#7 G# min7 A#m7b5

     

    G#m7 as vi degree – Chord Progressions

    You can explore the sound of G#m7 as the submediant chord in the key of B major by playing the following chord progressions:

    I iii vi V
    I iii vi V
    B Maj7 D# min7 G# min7 F#7

     

    I vi ii V
    I vi ii V
    B Maj7 G# min7 C# min7 F#7

     

    I IV ii V iii vi ii V
    I IV ii V iii vi ii V
    B Maj7 E Maj7 C# min7 F#7 D# min7 G# min7 C# min7 F#7

     


    Alternative Names for G#m7 Chord

    • G#-7
    • Sol# -7
    • Sol# m7
    • G#m7th
    • G# min7
    • Sol# min7
    • G# minor 7th
    • G# minor seventh

     


    Conclusion

    The chord progressions and examples presented in this post provide a comprehensive overview of the most common uses of the G#min7 chord. It’s important to note, however, that many advanced harmony-related topics could not be included due to space constraints. These topics include chord progressions built on harmonic and melodic scales, modal scales, hidden tonality, secondary dominants and other chord substitutions, non-functional harmony and atonal music, modal interchange and borrowed chords, voice leading and counterpoint, chromatisms, jazz harmony…I mean, music theory is a huge topic!

    Although I couldn’t cover all of these topics in my post, I encourage readers to continue exploring these areas in their own study and research. By expanding your knowledge in these advanced areas of music theory, you can gain a deeper understanding of the harmonic possibilities that exist beyond the basics presented here.

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