Lesson Pack Bundle: Major & Minor Scale

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The Major/Minor Scale Lesson Pack bundle gives you both the major and minor scale lesson packs. These lessons will help you learn and apply the major and minor scales to the guitar fretboard.  The bundle includes the following:

  • 2 lesson workbooks (major and minor) to help solidify your understanding of scale theory
  • 2 practice guides with exercises to help you fluently play the major and minor scales all over the neck, develop licks using both scales, and apply both scales to chord progressions
  • Audio examples for each exercise and backing chord progressions to help you apply the major and minor scales musically
  • Formatted PDF version of both the major and minor scale lessons.

Applying the Guitar Number System to Chord Progressions

Sometimes you come across a concept on the guitar that provides that “aha” moment that takes your understanding of the guitar fretboard to a whole new level. Learning to apply the guitar number system to chord progressions is one of those concepts.

The guitar number system is a way to refer to chords by using a number instead of by name. Chords are built from each degree of a scale, with the degree of the scale being assigned a number.

Playing by number makes it super easy to transpose chord progressions to a different key. You don’t necessarily have to know each chord by name if you understand how to recognize the relations of chords by number on the fretboard.

It’s also helpful when it comes to applying chord function to chord progressions.

Let’s start out with how the chords of a given key are numbered and then take a look at how these numbered chords can be applied to the fretboard.

Guitar Number System

Chords for a key are built from the scale for that key. For this lesson, we’re going to use the key of A major. In the table below, you see all of the scale degrees and chords that are built from the A major scale.

Key of A

I Ii iii IV V vi vii°
A Bm C#m D E F#m G#°

The numerals on top represent the scale degree from which each chord is derived. These are the chord numbers.

Note that this also denotes the chord quality. Uppercase numerals represent major chords while lowercase numerals represent minor chords. The 7 chord is diminished, which is represented with °.

These chord qualities hold true for all major scales. The one chord will always be major, the two chord minor, and so on.

Using the chord table above, if someone says play a I-IV-V chord progression in the key of A the chords would be:

  • I = A major
  • IV = D major
  • V = E major

A chord progression of I – vi – iii – IV would be:

  • I = A
  • vi = F#m
  • iii = C#m
  • IV = D

From these examples you can see that the chord number is based on the scale degree from which the chord is built while the quality of the chord is noted by using either uppercase or lowercase numerals.

Transpose Keys

You can apply this to any key by simply changing the root chord, or I chord. If you want to move to the key of C major, you would use C major as your root chord. Likewise if you wanted to transpose to G major, etc.

This concept is pretty straightforward. So how do we apply this effectively to the guitar fretboard?

Applying the Chord Number System to the Fretboard

There’s a really powerful aspect of learning the guitar chord number system that can expand your understanding of the guitar fretboard immensely. I try not to overhype any given concept for learning the guitar, but this is one that can literally kick down the door to unlocking the fretboard.

To help simplify the concept, we’re going to lean on the CAGED system to help map the chords to familiar chord shapes.

Revisiting the CAGED System

If you’re familiar with the CAGED guitar system, you know that every chord can be mapped back to 5 basic major and minor chord shapes.

It’s important to know the CAGED chord shapes thoroughly. It makes it a lot easier to identify chord positions and the relation between the chords in that position.

Using the CAGED Shapes to Form Chord Positions

The CAGED system shows us that all of the chord shapes are connected to one another. The C shape chord connects to the A shape, the A shape connects to the G shape and so on.

If we use each chord shape to define a position, we end up with 5 different positions, just as we do with scales. For each chord shape we also have a related scale shape. Using the E form A chord (root on the 5th fret of the 6th string), we can see that the scale shape formed here is position 1 of the A major scale.

Since chords are built from scales, we can also form chords in the key of A major from the notes of the scale.

Let’s take a look at an example of the A major chord using the E form major chord shape.

E Form Position

This is a full major scale, highlighting the root, 2nd, 3rd, 4th, 5th and 6th degrees of the scale. Each degree of the scale represents the root note for the chord on that degree.

Note: The 7th degree is intentionally omitted for simplicity. This is a dissonant chord that does not stand out well on its own and is not used as often as other chords.

From this we have the following chord forms:

Key of A

Number I Ii iii IV V vi
Chord Name A Bm C#m D E F#m
CAGED Form E Form Gm Form Am Form A Form C Form Dm Form

If we use this information to map out each chord, we can create a relationship between the one chord and every other chord in the key.

Why is this important? Whenever the one chord is the E shape CAGED chord, the five chord in the same position will always be the C form chord.

Just like with scale patterns, the relationship between chord positions remains the same regardless of key.

So, if you’re playing a I – IV – V progression in the key of G, the chords will remain in the same position relative to each other if you move to the key of C, or D, or any other key.

Chord Mapping for the Remaining CAGED Shapes

Let’s now take a look at the remaining CAGED positions and learn the relative chord shapes for each.

D Form Position

In the first example above we used the E form chord, so let’s look at the next chord form, the D form. The D form is derived from position 2 of the major scale.

When the one chord is in the D form CAGED position, the other diatonic chords are as follows:

Key of A

Number I ii iii IV V vi
Chord Name A Bm C#m D E F#m
CAGED Form D Form Em Form Gm Form G Form A Form Cm Form

C Form Position

After the D form CAGED shape, the shapes repeat starting back with the C shape. The C form chord is derived from position 3 of the major scale.

The chord forms derived from the C shape position are:

Key of A

Number I ii iii IV V vi
Chord Name A Bm C#m D E F#m
CAGED Form C Form Dm Form Em Form E Form G Form Am Form

A Form Position

For the A form position, we’re going to put our root chord (A major) in its natural position as an open chord. Because of this, we need to work with the forms a bit due to the fact that we don’t have enough room at the head of the neck to fit the scale notes to their normal positioning.

The scale shape for the A form position would come from position 4 of the major scale.

Below are the chord forms for the rest of the diatonic chords:

Key of A

Number I ii Iii IV V vi
Chord Name A Bm C#m D E F#m
CAGED Form A Form Am Form Cm Form D Form E Form Em Form

You may notice here that the iii chord is played as an inverted chord with the ?3 in the root position. You could also play it with the root on the 4th fret of the 5th string. Played this way, the chord would apply to both this position and the next position, which is the G form position for the one chord.

G Form Position

The last position formed by the CAGED chord forms is the G form position. This position is based on the 5th position of the major scale.

The remaining chord forms for the G form position are:

Key of A
Number I ii Iii IV V vi
Chord Name A Bm C#m D E F#m
CAGED Form G Form Am Form Cm Form C Form D Form Em Form

Mapping Minor Keys

The examples here will apply to any major key. For minor keys, the relative chord shapes remain the same, but we need to re-number the chords. Remember that for every major key there is a relative minor key which contains all of the same chords.

The relative minor key is found on the 6th degree of the major scale. For A major, the relative minor would be F#m.

To get the chord numbers for the relative minor key, you start with the 6th degree of the major key and renumber that as the one chord. The 7th degree of the major key then becomes the two chord, the 1st degree of the major key then becomes the 3rd, and so on.

Re-numbering for Minor Keys

Major Key I ii iii IV V vi vii°
Minor Key i ii° III iv v VI VII

It’s important to realize you’re using all of the same chords and that the related chord forms will all remain the same for each position. The only difference is how the chords are numbered.

Chord Progressions with the Guitar Number System

To take full advantage of the guitar number system you need to be able to apply it to chord progressions. This is the quickest way to commit it to memory and become fluent with transposing keys.

In the examples below, we’re going to take several chord progressions and apply the guitar number system to the chord positions formed by the CAGED system.

There are several different approaches you can take, but initially I prefer to go position by position so you’re not trying to learn too much at once.

However, instead of playing the chord progressions in a single key, I recommend to using the same position across several keys. Doing so reinforces the relationship between the chords of a given position rather than the position on the neck itself.

After you feel comfortable with each position, you can start taking the progression and utilizing it across several positions instead of keeping to just one.

You’ll quickly realize some chord positions work better together than others depending on the progression. This is a good opportunity to play around with major and minor triads to see if certain voicings work better than others.

Chord Progression Exercises

In the first couple of examples, I supply the chord diagrams to help guide you through the chord forms in the progression. After that, it’s good practice to try to figure out the chord forms on your own if you’re not able to instantly recognize the shapes.

You should practice these progressions in all positions and not limit yourself to just the ones shown in the examples below. As stated above, it’s also important to transpose the progression to different keys so as not to associate the chords to single location on the neck.

Feel free to experiment with the rhythm however you like. The important point to focus on is the learning the chord forms in each position.

Chord Progression 1 : I – IV – V

The first progression is a very common chord progression, I – IV – V. This progression is the basis of blues and used so much across many genres that it’s imperative to get this set of chords down.

Key of A Major, Position 1

In position 1, the root chord takes on the E form CAGED shape and is derived from the first position of the major scale.

Key of A Major, Position 3

Instead of moving up a position to position 2 of the major scale and using the D form chord, we skip to the 3rd position and use the C form root chord.

Key of G Major, Position 2

In this example, we switch to the key of G and use the D form root chord, or position 2 of the major scale.

More Chord Progressions to Play by Number

Play through the following chord progressions using the same concept as above. Move between all positions and keys. Remember, to change keys you just have to change the root chord from which you base the progression.

As before, you can use any rhythm you like so feel free to play around.

  • I – V – vi – IV
  • I – iii – vi – IV
  • I – iii – ii – V
  • I – V – IV – vi – V

You can also apply this concept to any songs or other chord progressions you already know.


The guitar number system is a really powerful concept to learn. Once you have it down, it really opens up the fretboard and improves your playing. You’ll find it not only helps you to better understand and write your own chord progressions, it’s really useful in a band setting when you need to play on the fly. So put plenty of time into mastering this one.

FAQ for Lesson Pack Bundle Major & Minor Scale

What is a major scale?

A major scale is a musical scale with a pattern of whole and half steps. It’s the most common scale in Western music, used to create melodies and chords.

What is a minor scale?

A minor scale is a musical scale with a tonal center of A. In music theory, it can also be called the natural minor.

What is a package of lessons that includes major and minor scales?

A lesson pack bundle is a collection of lessons that are grouped together. This might be due to a common topic or similar skill level. The idea behind this is that it can save teachers time when planning their lessons and students time when searching for what they need.

The major scale is the most popular one in Western music and has eight notes per octave, as opposed to the minor scale which has seven notes.

The major scale was invented by Guido d’Arezzo in the 11th century and was based on the natural overtone series, which he observed from studying the sound of bells.

Which music scales are the easiest to learn?

The major scale is the easiest to learn and it is the most commonly used in Western music.

The major scale is a diatonic scale, meaning that it consists of seven different notes. The major scale has two forms, the natural form and the harmonic form.

The natural form of the major scale includes seven notes that are spaced at equal distances apart.

While the harmonic form of the major scale includes seven notes, but they are not all spaced equally apart. This can create a more dissonant sound.

How do I identify the notes in a scale?

Notes are the individual sounds that make up a scale. There are 12 notes in the major scale and 7 notes in the minor scale.

The easiest way to identify the notes in a scale is by using a piano. You can also use an online tool or program to help you identify them.

If you have a piano, then all you need to do is play each note on the keyboard until you find it. If it’s difficult to hear, then try playing it with another note (if it’s in the major scale) or with another key (if it’s in the minor scale). When you’re done, your list should look something like this: C-D-E-F-G-A-B-C

How do I use scales to create melodies and song accompaniments?

Scales are a series of notes that follow a pattern. They are used in many different aspects of music and can be used to create melodies, chord progressions and accompaniments.

Scales are a way of organizing and classifying musical notes. Scales can be built on all twelve notes of an octave, or they can be built on a subset of those notes.

There are many ways to create melodies and song accompaniments with scales. The first and most common is by following the pattern of the scale. For example, if you pick C major as your scale, you would play the C note followed by an ascending series of seven more C notes (C D E F G A B) before descending back down in order to create a melody.

Another way is to use modes. Modes are different versions of the same scale that have a different pattern for how they ascend and descend from one note to the next.

What is the goal of lesson pack bundle major and minor scale?

The goal of a lesson pack bundle major and minor scale is to provide students with a variety of courses that they can take. The major scale contains the more popular courses that students are most likely going to take. The minor scale contains less popular courses that students might be interested in.

How many of lesson pack bundle major and minor scale included?

The bundle includes 6 major and minor scales.

Who designed of lesson pack bundle major and minor scale?

The lesson pack bundle major and minor scale was designed by a group of music teachers. They were looking for a way to make their lessons more interactive and engaging. The bundle includes all the scales that are used in the major and minor keys.

How long will it take me to learn all of lesson pack bundle major and minor scale?

The length of time it will take to learn all of the major and minor scales depends on how long you are willing to dedicate to learning.

If you want to learn them quickly, then you should dedicate about 10-15 minutes a day for about two weeks. If you want to take your time and do it over a longer period of time, then it may take up to three months or more.

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