The most basic form of chords is called a Triad, which is created by using 3 notes of a scale in order to bring out the basic harmony between this trio of notes.
A chord is two or more different notes played at the same time. Most instruments (e.g., saxophone, trumpet, trombone, human voice) can only play...
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Read More »2. The second 3rd interval determines whether it will be augmented or diminished. 3. Major Triads are always formed with a major 3rd followed by a minor 3rd. 4. Minor Triads are formed with a minor 3rd followed by a major 3rd. 5. Diminished Triads are formed with a minor 3rd followed by another minor 3rd. 6. Augmented Triads are formed with a major 3rd followed by another major 3rd. Once you learn these rules, you can apply them to create any of these 4 triads on any starting key! For example, if you wanted to create an E minor triad, simply start on the key of E, go 3 half steps (or a minor 3rd) to G and 4 half steps (or a major 3rd) to B and you have your triad. As you will quickly learn, there are natural triads that are created within each scale using the step patterns in the scale starting on each individual note. Our E minor triad was formed by starting on the 3rd note of C major and applying the simple triad rules in order to create one of the minor triads within the scale. Once you start to get more comfortable with the scales, you will start to notice all of the underlying triads you can make within each scale by simply applying the step pattern rules for each specific triad. Now that you have a basic knowledge of how to create 3 note chords, we can begin to explore the options we have within a scale to develop melody and harmony, create extended chords on top of our triads and even how to substitute one chord for another entirely. Before we move into more advanced theory, we will take a look at our 2 remaining minor scales and bring it all together.
A♭ major F minor Key Signatures Key Sig. Major Key Minor Key 4 flats A♭ major F minor 5 flats D♭ major B♭ minor 6 flats G♭ major E♭ minor 7 flats...
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