MAJOR SCALES CONTINUED pg. 2
Now use that same pattern to complete Major scales on the following notes (Gb, Cb, G, D, A). Be sure to label the Whole steps and half steps like in the example. Also- be sure to put in all flats or sharps directly in front of the appropriate note (no key signatures). Each scale will use either flats or sharps, but not both.
MAJOR SCALES CONTINUED pg. 3
Now use that same pattern to complete Major scales on the following notes (E, B, F#, C#). Be sure to label the Whole steps and half steps like in the example. Also- be sure to put in all flats or sharps directly in front of the appropriate note (no key signatures). Each scale will use either flats or sharps, but not both.
![](data:image/png;base64,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)
DIATONIC TRIADS based on a Major Scale
WRITE A MAJOR SCALE ON THE GIVEN NOTE. THEN MAKE TRIADS ON EACH NOTE OF THE SCALE AS WAS DONE IN THE EXAMPLE. LABEL ALL TRIADS WITH THE APPROPRIATE LETTER NAME AND TYPE. (Major, minor, Augmented, diminished)
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