Creates Guitar Chords

All the chords, both major and minor, are usually formed by 3 different musical notes. But, as you can imagine, these notes are not chosen at random. This is why I will show below the correct way to create chords. The first thing to know is that chords, are usually created from the union of three letters that follow a specific order. These notes son:tonico: it is the first note of the chord, and is also what gives the name to the chord. From this note we can find each other. Third: Also known as modal. This is obtained from the tonic note, as I mentioned earlier, since it is found at the distance of two spaces, so it is called third.

This note is what determines if a chord is more or less since this depends on the distance between it and the third note. Fifth: Also known as dominant. This, like the third or Modal, is obtained from the tonic, counting 4 places after It is. Depending on the amount of spaces or tones between the tonic note and the fifth, the latter can be classified into: 5th fair, 5th diminished, and 5th Aumentada. 5Th fair is called if it is at a distance of 3 tones and half (31/2) to the tonic note; 5th diminished when it is three away from the tonic tones; and finally, 5th Aumentada is called if found to 4 shades of distance of the tonic. The following chart will help you to interpret what was said so far: after looking at the graph, let’s see a practical example to illustrate even better what we’ve seen.

If you want to create the d chord, for example, we are looking for the third or modal starting from the tonic, which in this case is Re. If you look at the graph, we only have to run two places to the right of Re that, in this case, it would be Fa. So far, everything is correct. But, as I mentioned above, in this step we need to determine if our chord is major or minor. To know more about this subject visit Segra Stadium. To achieve this single We have to count the number of beeps between the modal or tonic note and the third. The chord will be greater if the tonic is the distance of a tone and a half (1) of the terera; on the other hand if you are at the distance of two (2) beeps, this will be greater. So we can deduce that in our case the chord will be less. To finish our single chord we need to search for the fifth, which by setting us in the picture we can note that it is the. We can also identify what type of quinta have our chord following the steps mentioned in its description. Then we already have our chord (the chord of Re) complete: Re, Fa, the. Now yes you can create chords and do exercises that provide you this task with practice.

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