Guitar and Music Theory
In: Jazz|Music Theory
31 Dec 2010The II-V-I progression (sometimes called 2-5-1) is one of the most commonly found progressions in jazz music. This article will discuss two variations of the II-V-I progression: the major version, and the melodic minor version.
But first, let’s first take a look at a stripped down version of the II-V-I progression…
In the key of C, the basic version of the II-V-I progression would simply be:
ii V I Dm G C
This form of the progression will work in virtually every form of music from classical to pop. But to make it better suit the style of jazz… let’s look at adding chord extensions to the progression.
To get a jazzier feel it is essential to harmonize sevenths onto the basic II-V-I progression. This is commonly done in one of two ways:
In: Music Theory
28 Aug 2010Someone recently asked me how musical intervals apply to chords. For example, if you have a chord formula that goes 1-3-5-♭7-9, and you want to build the chord on the root of A♭ how do you determine which notes are in that chord? Or maybe you discovered a chord that has the notes F-A♭-C-E♭, and you want know its intervals to determine the chord type. This article will address these problems.
If you are unfamiliar with the technicalities of musical intervals, I recommend you read this article before continuing.
There’s a lot of ways to do this, but the easiest way is probably just to determine the notes relative to the major scale.
Let’s say we have the following intervals:
1 - b3 - 5 - b7
Now, if we want to find the chord that follows that formula and has a root of F, what we need do is first determine the F major scale:
F - G - A - Bb - C - D - E
Now keeping in mind that the formula for the major scale is…
1 - 2 - 3 - 4 - 5 - 6 - 7
…we can simply pull notes with the same interval numbers as in the formula from the F major scale, and alter them based on the formula’s accidentals. If that sounds confusing it should make more sense with an example:
The first note should be obvious, F. The second note in the formula is a ♭3 or minor third, but the F major scale we’re using has a major third (in F Major this note is A). Since we need a minor third all we do is lower the A by one semitone to arrive at A♭. If the formula had called for a ♯3, then we would have used A♯, because an augmented third is one semitone above a major third.
In: Guitar
19 Aug 2010DADGAD Tuning
DADGAD (Sometimes called Open Sus4) is a really interesting alternate tuning for the guitar. It was made famous by the British folk gutiarist Davey Graham, who used it extensively. Jimmy Page is another figure who popularized the tuning by using it on the epic Led Zeppelin tune “Kashmir”.
I’ve been using this tuning a lot lately–and while it’s interesting one to improvise blindly in–sometimes it helps to know how to get certain chord types and scales. For that reason I’ve created this post as a reference for anyone who needs the same information.
To arrive at DADGAD tuning, simply tune the high and low E-strings down 1 step to D, and tune the B string down 1 step to A.
Major |
Minor |
Diminished |
Augmented |
Major 7th |
Minor 7th |
Diminished 7th |
|
Dominant 7th |
Power Chord |
Halfdim 7th |
| Major Scale |
Formula: 1-2-3-4-5-6-7 |
| Natural Minor Scale |
Formula: 1-2-♭3-4-5-♭6-♭7 |
| Pentatonic Minor Scale |
Formula: 1-♭3-4-5-♭7 |
| Blues Scale |
Formula: 1-♭3-4-♭5-5-♭7 |
Recently I decided to learn a Paul Gilbert song, and quickly discovered my lack of abilities when it comes to speed picking at tempos of say, 140 bpm.
In response to this, I developed an exercise that focuses on the alternate speed picking of 16th notes. It mostly utilizes the index, ring, and little fingers, but notes with a * can be played with the middle finger if you want to incorporate some variety. Having said that, play it the way that’s most comfortable to you.
Anyway, here’s the pattern:
So basically, you keep repeating this, and every time it repeats the tempo increases by 5 bpm. The goal is to slowly guide you up to higher speeds. You don’t have to stop playing and reset a metronome. Hopefully over time you’ll be able to get further in the track without error. And if you’re Gilbert, you can probably go right up to the 200 bpm finale playing 32nds.
As I mentioned, the backing track starts at 70 bpm, and moves up to an insane 200 bpm (in increments of 5 bpm when the pattern repeats, which is every 3 bars).
I have two tracks–both are the same, but one has a voice that tells you what tempo you’re at. If you’re like me, you’ll always be wondering what bpm you’re at, which can make you lose focus of your playing. With the voice in the track, you don’t have to think about that, and can focus entirely on your playing.
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In: Guitar|Music Theory
10 Feb 2010If you are unfamiliar with how movable guitar chord shapes work, I recommend reading this.
Since this post is extremely long, I’ve created this index. Click a link to be brought directly to a specific chord. Note: entries that are not linked are still being created, check back soon.
| TRIADS | SIXTHS | SEVENTHS | NINTHS | ELEVENTHS | THIRTEENTHS |
| Major | Major 6th | Major 7th Dominant 7th |
Major 9th Dominant 9th |
Major 11th Dominant 11th |
Major 13th Dominant 13th |
| Minor | Minor 6th | Minor 7th Minor-Major 7th |
Minor 9th Minor-Major 9th |
Minor 11th Minor-Major 11th |
Minor 13th Minor-Major 13th |
| Diminished | Half-Diminished 7th Diminished 7th |
||||
| Augmented | Augmented Major 7th Augmented 7th |
| |
♭5 |
♯5 |
♭6 | ♭9 | ♯9 | ♯11 |
| Major | Maj(♭5) | Maj(♭6) | ||||
| Minor | Min(♭6) | |||||
| Major 7th | Maj7(♭5) | Maj7(♯5) | Maj7(♯11) | |||
| Minor 7th | Min7(♭9) Min7(♯5♭9) |
|||||
| Dominant 7th | 7(♭5) | 7(♯5) | 7(♭9) 7(♭5♭9) 7(♯5♭9) |
7(♯9) – Hendrix Chord 7(♯5♯9) |
7(♯11) | |
| Major 9th | Maj9(♭5) | Maj9(♯5) | 9(♯11) | |||
| Minor 9th | ||||||
| Dominant 9th | 9(♭5) | 9(♯5) | 9(♯11) | |||
| Dominant 11th | 11(♭9) | |||||
| Dominant 13th | 13(♭9) 13(♭5♭9) |
13(♯9) | 13(♯11) |
The major chord is one of the most common and versatile chords. Its major third and perfect fifth give it a bright resolved sounding characteristic.
| Formula: | 1-3-5 |
| Intervals: | root, major third, perfect fifth |
| Notations: | Major, Maj, Ma, M, Δ |
| Example: |
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| Major Guitar Chord Shapes: | ![]() ![]() ![]() |
| Compatible Scales: |
Recommended Scales
Additional Scales (Click to expand)
|
In: Guitar|Music Theory
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C Harmonic Minor
There are two common ways to alter the natural minor scale (aeolian mode). One of these ways is the harmonic minor scale. The harmonic minor scale is simply the natural minor scale with a raised seventh degree. For this reason it is sometimes called the Aeolian ♯7 mode.
Additionally, you could also think of the harmonic minor scale as a major scale with a flattened third and sixth. Flattening the seventh would reduce it to the natural minor scale.
Here’s the formula:
1 2 b3 4 5 b6 7 1 T 2M 3m 4 5 6m 7M T W H W W H A H
So for example, using C as the root we’d get:
C - D - Eb - F - G - Ab - B
Here’s a chart of chords available with the harmonic major scale:
| Triad | 7th | 9th | 11th | 13th | |
| i | min | m(Maj7) | |||
| ii° | dim | ø7 | min7(b5b9) | min11(b5b9) | |
| III+ | aug | aug(Maj7) | |||
| iv | min | min7 | min9 | ||
| V | Maj | 7 | |||
| VI | Maj | Maj7 | |||
| vii° | dim | dim7 |
Here’s an example of what the harmonic minor scale sounds like. This entire piece is in B Harmonic minor.
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In: Guitar|Music Theory
1 Feb 2010Audio clip: Adobe Flash Player (version 9 or above) is required to play this audio clip. Download the latest version here. You also need to have JavaScript enabled in your browser.
C Harmonic Major
The harmonic major scale is an interesting way to spice up the major scale. It is enharmonically related to the harmonic minor scale, which gives it a similar mood.
You can think of it as a major scale with a minor sixth. A more technical name would be Ionian ♭6, or Ionian ♭13.
Here’s the formula:
1 2 3 4 5 b6 7 1 T 2M 3M 4 5 6m 7M T W H W W H A H
So for example, using C as the root we’d get:
C - D - E - F - G - Ab - B
Here’s a chart with some of the more common chords available using harmonic major:
| # | Triad | 7th | 9th | 11th | 13th |
| I | Maj | Maj7 | Maj9 | Maj11 | |
| ii° | dim | ø7 | ø9 | ||
| iii | min | min7 | min7(b9) | ||
| iv | min | m(Maj7) | |||
| V | Maj | 7 | |||
| VI+ | aug | ||||
| VII° | dim | dim7 |
A really simple and cool chord progression to use with harmonic major is as follows:
I - iv
In C, we would have:
C - Fm
This progression is especially effective with harmonic major because we are so used to hearing I-IV in standard major tonalities. However, because harmonic minor has a flattened 6th, the iv now becomes minor (the 3rd in the iv is the same as the 6th of the scale). This essentially helps to capture the defining note of harmonic major in a dramatic way.
Here’s a practical example of what the harmonic major scale sounds like. The first 27 seconds of this piece is in C Harmonic Major. In case you’re interested, the rest of the piece moves through A Natural minor, A Harmonic minor, C Lydian mode, and C Major.
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In: Guitar|Music Theory
17 Aug 2009A “musical mode” is what results from starting scale on a note other than its root. Modes can be formed from any scale. If a scale is not specified, then it is usually assumed the diatonic scale is being used, which is what will be discussed in this article. It is important, however to remember that modes can be derived from any scale.
When used properly, the musical modes open the door to vast tonal possibilities and are capable of inducing unique and exotic moods. But it’s not as simple as just starting the scale on a different note–most of what causes a mood’s unique characteristics is the underlying chord structure. I’ll talk more about this in the latter section of this article.
As I mentioned earlier, each of the seven modes we will discuss here will be formed from the diatonic scale, which is:
W - W - h - W - W - W - h
Now to derive the seven diatonic modes we just start each on a different note:
Ionian (Major) W - W - h - W - W - W - h Dorian W - h - W - W - W - h - W Phrygian h - W - W - W - h - W - W Lydian W - W - W - h - W - W - h Mixolydian W - W - h - W - W - h - W Aeolian (Natural Minor) W - h - W - W - h - W - W Locrian h - W - W - h - W - W - W
So say we wanted to find C Ionian, we would first take the intervals for the Ionian mode:
Ionian W - W - h - W - W - W - h
…and apply them starting with C as our root:
C Ionian C - D - E - F - G - A - B
If we do the same thing for A Aeolian we get:
A Aeolian A - B - C - D - E - F - G
If you notice C Ionian, and A Aeolian have the same notes. This is because each mode has a set of relative modes that have the same notes, but in different orders. For example: C Ionian = D Dorian = E Phrygian = F Lydian = G Mixolydian = A Aeolian = B Locrian. An easy way to remember the order of the modes is this mnemonic: I Don’t Particularly Like Modes A Lot.
In the next sections I’ll present each of the diatonic modes:
After discussing each I’ll tie in how to apply them musically.
In: Guitar|Music Theory
16 Aug 2009
Formula: 1-3-5-7-♯11
Notations: Major7(♯11), Maj7(♯11), M7(♯11), 7M(♯11), Δ7(♯11)
The major7♯11 chord is the same thing as a major 7 chord, with the only difference being that a sharpened 11th is added to the top of the chord.
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| Lydian |
Formula: 1-2-3-♯4-5-6-7 |
| Lydian Bebop |
Formula: 1-2-3-♯4-5-♭6-6-7 |
| Lydian ♯2 |
Formula: 1-♯2-3-♯4-5-6-7 |
*
In my first article on fretboard exercises, I spoke about the benefits of fretboard exercises. In this second article I will present some additional, a few of which expand on the previous ones.
As I stated in my first article, I highly recommend that you use a metronome when you go through these exercises. This is extremely important, as it will help you to synchronize the timing between your left and right hands. Start with a slow tempo, like say 80bpm, and then gradually increase it as you master each exercise.
This exercise is a variation of the “simple warm up” exercise from my first article. The only difference is that each of the four left hand notes are played on a different string.
Repeat the same pattern, this time starting at fret 2.
Again, repeat the same pattern, but this time start at the third fret. Continue this all the way up the fretboard.
This is another warm up on the “simple warm up” exercise. Figure 6B is where it gets interesting. The downward movement and string changes will help improve your muscle memory of the fretboard.
This exercise will help with string skipping. You could also use this to practice your economy picking by ignoring the picking notation. Figures 7B and 7C show the pattern as it repeats one fret higher.
After bar 24, repeat the entire exercise starting one fret higher. Continue this all the way up the fretboard.

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