Tonedef wrote:
Okay, I finks I gets it now in order to ask more stupid questions. The sum total of the individual notes available in each diagram defines the scale? Or is the scale the collection of diagrams? Why is it called pentatonic? And I take it you can mix and match individual notes from one particular diagram to make your riff?
It's called a Pentatonic scale because there are 5 notes in it.
I'm going to try cover the scale basics here. Other folks can feel free to add. I think I'm being ambitious, but here goes. It's a textwall, but please give it a shot, it's easy going.
Think we need to go over a few basics:
How do the 12 notes of music work?
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The sonic spectrum, the stuff that we can hear, is basically a big frequency range, right? Sound travels in a waveform, with higher frequency waves being perceived as a higher pitch and low frequency waves having a lower pitch. When we hear a sound, pitch (how high) is one of the primary properties of that sound. The other two general properties are volume (how loud) and timbre (everything else ?).
The western system of music chops that spectrum up into bits that can be managed, written down and communicated.
So, an "A" note just happens to be some point in that spectrum, a point that we all agree is called an "A". In fact, the "A" note that we use as a reference for tuning is specified in an international treaty as being the note at 440Hz.
What western music does is chop the spectrum up into 12 notes, and these notes are:
A
A#/Bb
B
C
C#/Db
D
D#/Eb
E
F
F#/Gb
G
G#/Ab
You'll see the obvious letter choices from A to G, but also the odd sharp note (#) or flat note (b) between some of the letters. For example, the note between an A or a B could be called EITHER an A# (A sharp) or Bb (B flat). These notes are sometimes called "enharmonic", because of this "dual name" thing they have going on. How do you decide which name to use? Well, that will depend on the context in which you use the note, which we'll get to later.
You also need to understand that each step up the scale is one semi-tone. Very NB. On the guitar, this would be a step of one fret (each fret on the guitar is another semitone).
Of course, we can "hear" a lot more than 12 notes, right? I mean, across the entire spectrum that we can hear? On average, humans are said to be able to hear somewhere between 20Hz to 20,000Hz, and surely 12 notes is not enough to cover that whole spectrum?
You're right, 12 notes is not enough. So what happens is that the notes repeat themselves. When you get to the end of the 12 notes (the G#/Ab in the above case) you start again at A, only at a higher pitch than the A which you started with.
This is how octaves work. The 12 notes listed above span 1 octave. If you want to go higher or lower, you can, but you start again using the same note names from A to G# (if that makes sense). In theory, you could keep going up or down the spectrum indefinitely, repeating the octaves beyond the range of human hearing.
In order to agree on exactly which pitch each note is found, we also use a numbering system, so that if we considered all possible A notes you would get:
A1
A2
A3
A4
.
.
etc.
It is in fact A4 that is at 440Hz.
This is not all just made-up bullshit either. You'll find that A5, which is one octave higher than A4, has a frequency of 880Hz (exactly double that of A4). So it's the same note, just at a higher pitch (and your ear will perceive it as such, once you're used to it).
For interests sake, an A4 is the note on the high-E string (1st string) at the 5th fret. This means that the string vibrates at 440Hz when you play that note (on a guitar it's a touch more complicated but that's the idea).
What is a scale?
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Once you understand that, in the western music system, there are 12 notes of music (as above), you need to understand what a scale is. The answer, conceptually is simple:
A scale is a subset of the 12 notes of music.
So, if you played all 12 notes of music (on any instrument) you would be playing a scale. If you played 6 random notes you selected from the 12 notes of music, you would, again, be playing a scale.
However, over many years of musical history and development, certain patterns of notes have grown to be widely accepted and used in making music. Some of these scale patterns give us:
The natural major scale
The natural minor scale
The pentatonic scales
The harmonic minor scale
etc.
When you decide to create a scale, you need to pick a root note to start on. Let's start on a C, and write out the 12 notes of music, going from C to C.
C
C#/Db
D
D#/Eb
E
F
F#/Gb
G
G#/Ab
A
A#/Bb
B
C
So let's now pick out a few of these notes to make a scale. Not just any scale, we're going to make a C Major scale.
To make a C major scale, we have to step through the scale in a certain step pattern. The pattern for the major scale (and this is something you will want to just memorize early) is:
Tone - Tone - Semitone - Tone - Tone - Tone - Semitone
Remember that each step in the scale is a semitone, right?
So how many "jumps" through the scale? We could re-write the pattern as:
2 - 2 - 1 - 2 - 2 - 2 - 1
Or
T - T - s - T - T - T - s (for Tones and Semitones)
So, starting at C, and choosing each note we land on when we count the steps, we would end up with (do this exercise yourself to make it clear):
C - D - E - F - G - A - B
How convenient right? You'll notice that you didn't land on any sharp/flat notes. ? That's why the scale of C is used when teaching music students about scales, because it has not sharps or flats in it to confuse people.
However, if you went through the exact same exercise as above but starting with an A, you would get the following notes:
A - B - C# - D - E - F# - G#
Because you would have "landed" on those sharp notes when you went up the scale. It is, however, the same concept used as when we wrote out the C Major scale.
Now, the MOST NB Part!
It is the STEP PATTERN of (T - T - s - T - T - T - s) that DEFINES the major scale! And so it is for ALL scales. It's not about which key you're in (which note you start on). A major scale will ALWAYS have the SAME STEP PATTERN, and therefore the SAME general FEEL or MOOD, regardless of which note you start on.
So that's how scales are made. You pick a root note, write out the twelve notes of music, and then select from them by using a step pattern of tones or semi-tones (or more).
We've looked at the major scale step pattern, but there are obviously lots of others.
OK, let me know if that made sense, and we can chat a bit more about how this relates to the guitar.