Someone asked about this topic 7 years ago on here but his logic of figuring modal relativity made absolutely no sense to me. Please, somebody chime in here and tell me if this makes any sense? If not, please explain to me what is wrong with this.
If I’m playing a chord progression in the key of G major and I start with the G chord and play the G major scale (Ionian) my relative minor will be E minor (Aeolian). This a very fundamental. That would be going from the 1st degree of the major scale to the 6th or lets 5 degrees up from where we're currently at on the G major scale.
So with that in mind if the next chord in my progression was A minor and I was soloing in the 2nd degree of the G major scale which is (A Dorian) then playing in the 7th degree F# Locrian should be relative? Would it not? And then when playing 3rd degree B Phrygian the 1st degree of the scale should work… and so on and so on.
So then if our relatives are 5 degrees up from where we’re currently at on the fretboard then they are also 2 degrees back from where you’re at on the fretboard. An easy way to reference that on the fretboard is to descend down 2 degrees or 2 modes from where you’re currently at. I’ve looked and I can’t find this reference anywhere online. Why?
Below is a video I posted. It has a bass line backing track that goes through all the modes in order from Ionian to Locrian. So when you’re playing along try playing the pairs of modes I listed below along with each chord change. Do these pairs sound ok to you?
When playing G Ionian play E Aeolian (relative minor) then… continue on
When playing A Dorian try also playing F# Locrian
when playing B Phrygian play G Ionian
when playing C Lydian play A Dorian
when playing D Mixolydian play B Phrygian
When playing E Aeolian play C Lydian
When playing F# Locrian play D Mixolydian
Here's the video..
http://www.youtube.com/watch?v=2cpqs...ure=plpp_video



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(A mode is a sound, and the patterns don't relate to the sounds.)
