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Guitar Scales : Part 1
by Andy Webber

In this series of lessons I'm going to take you through the complete theory of guitar scales, showing you how they are formed and how to use them.

Scales are essential for all types of music and all instruments. They allow you to play solos and write melodies. If you know what scale to use for a certain piece of music you can jam freely over the top of it.

Firstly, let's define what a scale is:

A scale is a series of notes in a particular order.

Now we can dispel the first myth that a scale has to have eight notes in it. A scale can in fact have any number of notes.

Before we plunge into the ins and outs of forming scale you need to make sure you understand a few basic points.

Firstly, you need to know all the notes! This is really simple. If you play each fret on any string between the nut and the twelfth fret, you have just played all the notes that exist in conventional music. Any other notes you play on the guitar are simply the same notes repeated in a higher or lower octave.

So what's an octave? An octave is a set of 8 notes starting and ending on the same note: A B C D E F G and A. Easy huh? You learnt that at primary school!

But what about the other notes? These 8 notes have other notes in between them, with two exceptions. The extra notes are called sharps and flats and are found between all consecutive pairs of notes except B & C, and E & F. The whole range of notes in an octave is as follows:

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

where # means sharp. A sharp is the same as B flat so this could also be written as

A - Bb - B - C - Db - D - Eb - E - F - Gb - G - Ab - A

where b means flat.

It's not essential to know every note on the guitar neck, but it is a great advantage and your playing will benefit if you do. I'm not going to go through the best ways to learn the fretboard in this lesson, but you should make an effort to do so as you progress.

Next you need to understand the general methods used to describe scales. There are three: Step patterns, scale formulae and notes.

Starting with the last one, this is simply where a list of the notes in the scale is given. This is fine for a particular scale, say C major, but not very practical if you then want to change that to say D major. Using this method you would have to specify the notes for D major all over again.

That's why we use step patterns and scale formulae to define scales. Step patterns tell you how many steps to move from one note to the next in a scale. Here is an example of a step pattern:

W - H - W - W - H - W - W - W

where W repesents a whole step (2 frets) and H represents half a step (1 fret). More on this later.

Scale formulae tell you which notes to play in relation to the major scale, allowing you to easily define any scale in any key.

For example, the notes in the A major scale are:

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

(we'll cover this later). If we apply the following formula:

1 - 2 - 3b - 4 - 5 - 6b - 7b - 8

we get:

A - B - C - D - E - F - G

(Remember here I am using "b" to represent flat)

Make sure you fully understand this before you move on.

Right, with all that out of the way, let's take a look at our first scale, the Major Scale. This is the most common scale so learn it, and learn it well.

In the key of C the major scale is C D E F G A B C. This is easy to remember as it has no sharps or flats in it. The scale formula for C major is simply 1 2 3 4 5 6 7 8, and the step pattern is W - W - H - W - W - W - H.

Scales are represented using scale diagrams. These are similar to chord diagrams. Here is the scale diagram for F# Major:

The black circles represent the root notes (i.e. F# in this case). To form any other major scale, simply shift the whole pattern up or down the neck so that the root note matches the scale you are trying to form. So to form A Major, shift the whole lot up the neck so that the root note is on the fifth fret on the low E string.

Practise moving the scale around the neck to form other major scales.

Note: This is not the only possible fingering pattern for the major scale. We will cover other patterns in future lessons. In the mean time try working out a few alternatives.

That's the end of this lesson on scales. If this all seems a bit fuzzy to you, don't worry! It will become clearer when you start putting the theory into practise. Stay tuned for the next installment!

Andy Webber.

Part 2

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