Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
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- Memphonian Offline
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu May 06, 2010 6:06 am
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Sat Sep 04, 2010 7:42 am
Okay so if we have C major scale and play the equivalent minor we would have A natural minor correct? But if we have play the C major scales Aeolian mode, then we would be starting on A. So that would make A natural minor and A Aeolian ( or C Aeolian not sure how you would describe it) the same thing wouldn't it? Does this apply to all natural minor and Aeolian scales?
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Tue Sep 14, 2010 8:26 am
OK here is where it can get a little confusing...stay with me. There are 2 different ways to determine the modes. They are 'Relative' and 'Parallel'.littlesnareboy wrote:I have a question and since this is the only thread that posted anything about the different modes I thought I should ask here.
Okay so if we have C major scale and play the equivalent minor we would have A natural minor correct? But if we have play the C major scales Aeolian mode, then we would be starting on A. So that would make A natural minor and A Aeolian ( or C Aeolian not sure how you would describe it) the same thing wouldn't it? Does this apply to all natural minor and Aeolian scales?
Relative is basically starting on each note of the scale degree (1,2,3 etc or C,D,E etc) and ending on that note to create different modes.
Parallel are modes based on the same notes as C major (or any other scale...in this case C). They function as a different key and the starting note...not the relative Major scale is the root note. Ex: Phrygian mode starting on E (same notes as C major) is E phrygian and not C phrygian. Also the phrygian mode starting on C (which would be Ab Major) is C phrygian, not Ab phrygian. Soooooooo
To answer your initial question. C Major is also known as C Ionian. A minor (relative natural minor to C) is also known as A aeolian (6th scale degree of C major).
It may make much more sense to learn the parallel mode instead of relative at first, though you should understand both ways. Just know your scale degrees. C=1 D=2 E=3 F=4 G=5 A=6 B=7 I learned an acronym to memorize the modes. My HS theory teacher studied at Ithaca whose prof. was Mary Arliss (spelling)?
I Don't Particularly Like Mary Arliss's Legs..........Ionian, Dorian, Phrygian, Lydian, Mixolydian, Aeolian, Locrian
Natural Minor = Aeolian mode
Major = Ionian mode
Back to your question what would C Aeolian then be?..........3b's Eb Major starting on C..........which is basically C minor. Follow me?
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Tue Sep 14, 2010 8:42 am
I would have to disagree with this only statement. There are proven examples from the great contrapuntal composer J.S. Bach showing melodic minor sections in his music. I strongly believe to this day (I used to not believe this) that the melodic minor scale does not change when descending.Memphonian wrote:
Melodic is a bit more tricky. It has two different parts; The ascending and descending parts are different. On the way up, you raise the 6th and 7th. On the way down, play it as the natural minor scale.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G F E D C B A
It's tricky at first to not get the two mixed up, but it's fine.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G# F# E D C B A
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu Jan 13, 2011 9:18 pm
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu Jan 13, 2011 10:11 pm
This is incorrect. As explained in the Official Music Theory thread, the musical purpose of raising the 7th scale degree is to create a more powerful, semitonal movement from the subtonic to the tonic (creating a leading-tone relation); it is a harmonic function (specifically, dominant). In the minor tonality, this would mean that an ascending melodic line including the raised 7th would include an interval of an augmented second between the 6th and #7th scale degrees. This is forbidden, for various reasons. Hence, when writing a melodic line, the 6th scale degree is also raised, so as to eliminate the forbidden interval (it also has the effect of further strengthening the harmonic progression to i).rhythmaniacs wrote:I would have to disagree with this only statement. There are proven examples from the great contrapuntal composer J.S. Bach showing melodic minor sections in his music. I strongly believe to this day (I used to not believe this) that the melodic minor scale does not change when descending.Memphonian wrote:
Melodic is a bit more tricky. It has two different parts; The ascending and descending parts are different. On the way up, you raise the 6th and 7th. On the way down, play it as the natural minor scale.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G F E D C B A
It's tricky at first to not get the two mixed up, but it's fine.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G# F# E D C B A
The reason that the 6th and 7th scale degrees are not raised in the descending direction is that there is no need to; descending, the subtonic does not move to the tonic, so the semitonal relationship created by raising it would actually be counterproductive, and (in the minor tonality) slightly dissonant. Since the 7th is not raised, there is no reason to raise the 6th, so it is not done. As a rule of thumb, stay diatonic unless otherwise noted.
The important thing to get out of this is that one mustn't consider only the melodic functions of pitches; they also have specific harmonic functions, which underpin the reasons why certain customs are customary.
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- littlesnareboy Offline
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu Jan 27, 2011 1:39 pm
I think I get it but let's test it just to make sure. The scale is "named" after its starting tone and mode, but has the key of its natural major? So for example:rhythmaniacs wrote:OK here is where it can get a little confusing...stay with me. There are 2 different ways to determine the modes. They are 'Relative' and 'Parallel'.littlesnareboy wrote:I have a question and since this is the only thread that posted anything about the different modes I thought I should ask here.
Okay so if we have C major scale and play the equivalent minor we would have A natural minor correct? But if we have play the C major scales Aeolian mode, then we would be starting on A. So that would make A natural minor and A Aeolian ( or C Aeolian not sure how you would describe it) the same thing wouldn't it? Does this apply to all natural minor and Aeolian scales?
Relative is basically starting on each note of the scale degree (1,2,3 etc or C,D,E etc) and ending on that note to create different modes.
Parallel are modes based on the same notes as C major (or any other scale...in this case C). They function as a different key and the starting note...not the relative Major scale is the root note. Ex: Phrygian mode starting on E (same notes as C major) is E phrygian and not C phrygian. Also the phrygian mode starting on C (which would be Ab Major) is C phrygian, not Ab phrygian. Soooooooo
To answer your initial question. C Major is also known as C Ionian. A minor (relative natural minor to C) is also known as A aeolian (6th scale degree of C major).
It may make much more sense to learn the parallel mode instead of relative at first, though you should understand both ways. Just know your scale degrees. C=1 D=2 E=3 F=4 G=5 A=6 B=7 I learned an acronym to memorize the modes. My HS theory teacher studied at Ithaca whose prof. was Mary Arliss (spelling)?
I Don't Particularly Like Mary Arliss's Legs..........Ionian, Dorian, Phrygian, Lydian, Mixolydian, Aeolian, Locrian
Natural Minor = Aeolian mode
Major = Ionian mode
Back to your question what would C Aeolian then be?..........3b's Eb Major starting on C..........which is basically C minor. Follow me?
I LOVE MODES AND THEORY!
D E F G A B C D
It's starting on D so it's D _____. Then after realizing its key we see it's relative major is C. Using the ID numbers D is "Number 2" of the C major scale. 2=Dorian. Therefore the scale posted above is D Dorian?
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Wed Feb 02, 2011 6:48 pm
Good points but I still disagree.AWA wrote:This is incorrect. As explained in the Official Music Theory thread, the musical purpose of raising the 7th scale degree is to create a more powerful, semitonal movement from the subtonic to the tonic (creating a leading-tone relation); it is a harmonic function (specifically, dominant). In the minor tonality, this would mean that an ascending melodic line including the raised 7th would include an interval of an augmented second between the 6th and #7th scale degrees. This is forbidden, for various reasons. Hence, when writing a melodic line, the 6th scale degree is also raised, so as to eliminate the forbidden interval (it also has the effect of further strengthening the harmonic progression to i).rhythmaniacs wrote:I would have to disagree with this only statement. There are proven examples from the great contrapuntal composer J.S. Bach showing melodic minor sections in his music. I strongly believe to this day (I used to not believe this) that the melodic minor scale does not change when descending.Memphonian wrote:
Melodic is a bit more tricky. It has two different parts; The ascending and descending parts are different. On the way up, you raise the 6th and 7th. On the way down, play it as the natural minor scale.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G F E D C B A
It's tricky at first to not get the two mixed up, but it's fine.
Ascending Melodic
A B C D E F# G# A
Descending Melodic
A G# F# E D C B A
The reason that the 6th and 7th scale degrees are not raised in the descending direction is that there is no need to; descending, the subtonic does not move to the tonic, so the semitonal relationship created by raising it would actually be counterproductive, and (in the minor tonality) slightly dissonant. Since the 7th is not raised, there is no reason to raise the 6th, so it is not done. As a rule of thumb, stay diatonic unless otherwise noted.
The important thing to get out of this is that one mustn't consider only the melodic functions of pitches; they also have specific harmonic functions, which underpin the reasons why certain customs are customary.
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu Feb 03, 2011 12:12 am
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Thu Jun 30, 2011 5:59 pm
I'm going to have to show this to my old band director. You are VERY knowledgeable when it comes to Mallet study and what not.
Kudos to you bud.
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Mon Nov 28, 2011 5:47 pm

"You know, I just want to add a little somethin' somethin' on the end."
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Mon Nov 28, 2011 6:21 pm
They were correct.SagePercussion wrote:My teacher told me you lower the 6th and 7th when going back down in melodic... I believe he said that.
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Mon Nov 28, 2011 9:36 pm

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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Mon Nov 28, 2011 9:48 pm
So A minor in melodic would beAndymac wrote:They were correct.SagePercussion wrote:My teacher told me you lower the 6th and 7th when going back down in melodic... I believe he said that.
Ascending
A B C D E F# G# A
Descending
A G F E D Cb Bb A
??
cause he told me it works that way I just wrote
You guys are writing like this when descending... and that just doesn't go with what I learned... maybe I learned it wrong

A G F E D C B A
so its the same when going down as A minor.

"You know, I just want to add a little somethin' somethin' on the end."
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Mon Nov 28, 2011 10:25 pm
DescendingSagePercussion wrote:So A minor in melodic would beAndymac wrote:They were correct.SagePercussion wrote:My teacher told me you lower the 6th and 7th when going back down in melodic... I believe he said that.
Ascending
A B C D E F# G# A
Descending
A G F E D Cb Bb A
??
cause he told me it works that way I just wrote
You guys are writing like this when descending... and that just doesn't go with what I learned... maybe I learned it wrong.
A G F E D C B A
so its the same when going down as A minor.
AGFEDCBA
Ascending, the 6th and 7th scale degree are raised. When it goes back down, they're not raised anymore. So when someone is saying that they lower the 6th and 7th, they just mean they aren't raised. Sorry for the confusion.
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Re: Scales an issue? NOT ANYMORE BUDDY!
Posted: Tue Nov 29, 2011 10:17 pm


"You know, I just want to add a little somethin' somethin' on the end."
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Tue Dec 27, 2011 12:08 pm
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Sat Dec 31, 2011 11:40 pm
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Sun Jan 01, 2012 1:04 pm
Your welcome!bobbthetomato wrote:Thank you so much! This base helped me much!
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Mon Jun 18, 2012 5:13 pm
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Sat Jun 23, 2012 1:34 pm
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Re: Scales an issue? NOT ANYMORE BUDDY! (Updated 12/27/2011)
Posted: Sat Jun 23, 2012 2:47 pm
No. For example, the A minor scale:That'snotadrum wrote:So, The equation for a minor scale is all whole steps?
A to B (whole)
B to C (half)
C to D (whole)
D to E (whole)
E to F (half)
F to G (whole)
G to A (whole)
Or if you know the relative major, just descend 3 half steps from the major's root.
Hope I helped.
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