It is a simple question, but it has several components:
The notes of a scale depend upon the chords that comprise it.
The chords of a scale also must affect the notes of the scale.
The chords that affect particular combinations of notes must be selected.
The number of scales in a scale is simply the number of chords in the scale.
How many chords are involved in any given scale?
As well as the chords, as well as the notes of the form, a scale is made up of chords. A chord is a combination of two or more chords.
So in a pentatonic scale, we have the chord C and the chord D, so we have three chords: C C D, in that scale, which makes up our scale.
How are chords created?
Chords are created by compressing two chords together over a certain interval. This interval is usually represented by a ratio of two thirds of a note. The most common interval is 7/8. This allows seven notes. However, even if only two chords are being combined, a ratio of two-thirds is not as useful because it gives us fewer chords. The best way to create chords is by combining the two chords that are closer together.
For example, if you have a pentatonic scale as a starting point, then any pentatonic chord can easily be made by compressing any notes that are near the beginning and end of the string.
For example, we could have D F A G and D E F B and then C. Now, C has an interval of -21, so any D will be squeezed in, creating a combination of chords C D E. This is how our scale is created!
Another example is the C major pentatonic scale in A minor:
We can make D F A D by compressing two diatonic chords over a 5th of an E chord (A5/F#6).
If you don’t understand chords, just listen to the notes C, E, F and G. You will be able to see that in A minor, C major and C minor all sound the same! As well as the interval of 5ths there are other intervals, that will affect the harmony of a chord’s combined notes:
The octave of a scale
The natural third
The minor third
The augmented third
The diminished third
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