Practically a augmented fourth is the same as a diminished fifth right ? But i know that in theory it isn't ... Can someone please explain this to me ? Thanks
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That is the way I see it.They are the same note (as in, frequency of the sound wave), however they differentiate in where they land in the scale you are working with. An augmented 4th will still be the 4th note of the scale, whereas the diminished 5th would be the 5th note in the scale.
Please correct me if I'm wrong, but that's how I understand it.
They are the same note (as in, frequency of the sound wave), however they differentiate in where they land in the scale you are working with. An augmented 4th will still be the 4th note of the scale, whereas the diminished 5th would be the 5th note in the scale.
Please correct me if I'm wrong, but that's how I understand it.
An incredibly simplified take on this (that obviously doesn't cover a lot of the practical reasons) would be to just look at the alphabet:
1 2 3 4 5
C D E F G
C to F# would be an augmented 4th (F is the fourth letter up from C)
C to Gb would be a diminished 5th (G is the 5th letter up from C)
Same Pitch. Different analysis.
Yes, I know that doesn't tell the whole story but it's one way of explaining it in a very simple way that might provoke a click moment and further interest.
The way that I see it, beyond just if its the 5th or 4th scale degree, is in which direction it wants to resolve. The b5 finds stability resolving down, whereas the #4/#11 wants to go up.
C to F# would be an augmented 4th (F is the fourth letter up from C)
C to Gb would be a diminished 5th (G is the 5th letter up from C)
It is this simple. It is not a matter of theory; it's a matter of notation. If it's written C to F#, we call it an augmented fourth; If it's written C to G flat, we call it a diminished fifth. It is the same interval.