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A scale is a collection of pitches, ascending or descending in fundamental frequency, which adheres to a system of organization allowing it to define a mode, key area, or some other form of pitch collection. While there is a wide variety of scales cross-culturally, most cultures allow for octave equivalence in their scale systems, with scales frequently consisting of between five to seven pitch classes per octave.

However, the defining characteristic of a scale is not the specific pitches used, but rather the intervallic content of the collection resulting from the pitch categories used. Most scales are asymmetrical in nature (unequal distances between adjacent scale notes), which allows tones to have different functions within a scale and thus for there to be some hierarchical structure or tonal center created by the scale.

From a psychological perspective, the intervallic content of a scale allows a listener to create a mental representation of that scale. Both musicians and nonmusicians can quickly determine the scale used in a piece of music and are able to tell if pitch classes are members of that scale. The statistical learning framework theory posits that listeners develop a mental representation of the frequency with which pitches occur in an established system, both tonal and nontonal, and that this mental representation helps with key determination in tonal contexts and with recognizing and learning nontonal contexts. The source of this musical knowledge is not clear: it may be the result of constraints in the auditory system as well as enculturation. Moreover, syntactic processes shared with language may underlie our ability to recognize when a note is not in the ongoing scale.

Chromatic Scale

The chromatic scale represents the Western practice of division of the octave into 12 equally spaced tones, creating intervals of a half step, or semitone, and arranged in ascending and descending order. The chromatic scale is a symmetrical division of the octave and thus does not provide any context for a tonal center, so the beginning and ending pitch of the notated scale is arbitrary (see Example 1).

Example 1The chromatic scale

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Diatonic Scales

Diatonic scales are subsets of the chromatic scale that follow a particular pattern of whole and half steps while using one and only one representative from each of the seven pitches (A, B, C, D, E, F, G), with the only duplication being the tonic, or the starting and ending note of the scale. The two most common diatonic scales in Western tonal music are the major scale and the minor scale.

The major scale is an asymmetrical division of the octave following a specific of five whole steps and two half steps that places the two half steps between scale degrees 3 and 4, and scale degrees 7 and 1. Example 2 illustrates this pattern of whole and half steps, and labels each scale member with its scale degree as well as its name. The dominant scale degree is a 5th above the tonic scale degree, while the subdominant scale degree is a 5th below tonic. Similarly, the mediant is a 3rd above tonic, while the submediant is a 3rd below tonic. The supertonic is a whole step above the tonic, and the leading tone is a half step below the tonic (see Example 2).

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