This isn't a real answer, but an addition to @trw's chord chart.
...I'm confused at the notation, For example the iii and vii chords of the 9ths chords look like Em7(♭9) and Bm7(♭5 ♭9) why do they flat certain notes
The jazz chord symbols - in my assessment - are based upon an assumed diatonic dominant chord that extends up to the 13th. Any chord that isn't a diatonic dominant 13th chord uses various modifiers symbols altering a dominant 13th chord.
For example G
dominant seven G7
, to make a G
minor seven from a G
dominant seven we must change the third to min indicated by the min
symbol Gmin7
.
G
dominant nine G9
, to make a G
dominant seven minor nine from a G
dominant nine we must lower the 9th indicated by the b9
symbol G7b9
.
We can compare diatonic iii
and V
chords extending all the way up to the 13th and note which intervals above the roots need modification in the iii
chord relative to the intervals above the root of the V
chord...
Em11b9b13 G13
root E G root
m13* C E M13
P11 A C P11
m9* F A M9
m7 D F m7
P5 B D P5
m3* G B M3
root E G root
iii13 V13
(*) These intervals differ from a diatonic dominant 13th chord and so the jazz chord symbol requires modifiers that detail the changed intervals.
I hope that isn't too confusing changing roots and comparing intervals.
Look back to @trw's chart and notice all the G
chords are simply the root letter G
plus the highest extension number. All the other chords have one or more modifiers for each interval above their roots that is not the same interval above the root of the dominant chords.
Sanity check:
The complete list of all diatonic chord with extension up to the 13th, written in jazz chord symbols, is a nightmare! But maybe we can take a step back and look at vi ii V I
which is the practical basis for a lot of jazz harmony.
All four of those chord types start with the root letter and extension figures without any accidentals (except the crazy Am11b13
.) Then only min
is needed for the vi
and ii
, and maj
for the I
. This covers over half of the chart! That isn't too hard to manage.
Less than 1/4 of the chart uses true awful symbols like Bm11b9b5b13
and they will surely be much less frequently encountered. I don't think you need to worry about instantly recognizing their diatonic identities.