Basic Music TheoryIn this case, we’ll be starting on F, so the key signature of f minor will
give us a specific series of whole and half steps from F to F with the key
signature of 4 flats. In example 24.2 you’ll see that adding the next three
flats in the key signature will lower the 3rd, 6th, and 7th degrees of the
major scale by half a step. Though the key signature takes care of the flat
notes, I’ve put the flats in parentheses in front of the notes to illustrate
which have been lowered.Example 24.2 The f minor scale with whole and half steps shown.
With this example, you can see the series of whole and half steps for any
natural minor scale is: whole, half, whole, whole, half, whole, whole
(whwwhww). Memorize this if you want, but it’s easier to simply add
three flats to the major key of the starting note.What About Sharp Keys?
The process for making a minor key is the same for sharp keys. Add three
flats. What’s different is that the flats will cancel out the sharps.
For example, if we take the key of E with 4 sharps and add 3 flats, those
three flats cancel out three of the sharps, leaving us with one sharp, which
is the key of e minor.Example 24.3 The keys of E Major and e minor.
You’ll notice that the key of e minor is the same as the key of G, but what
is different is the starting note, which will of course be E. I’m not going12345 678E Major e minor