Grade Two Music Theory Lesson 5: Degrees of the Scale

Degrees of the C Major Scale

Here's a scale of C major ascending, with all the degrees of the scale added:

D is the 2nd degree of the scale, E is the third, and so on.

It's important to remember that we work out the degrees of the scale from the ascending (upwards) scale only. If we write out the descending scale, we will need to reverse the order of the numbers:

Degrees of Minor Melodic Scales

As we learnt in Lesson 4 - Minor Scales, minor melodic scales are different on the way down. So what happens to the degrees of the scale? Let's take a look. We'll look more closely at one of our new scales, E minor melodic. First we'll write out the ascending scale, then add the degrees of the scale under each note:

Look at the top end of the scale: C# is the 6th and D# is the 7th degree of the scale.

Now we'll write out the descending form of E melodic minor, and add in the numbers:

In E minor melodic, there is no D#, only D natural, and no C#, only C natural.

This doesn't make any difference to the degree of the scale.

So, we can say that the 6th degree of the scale of E minor melodic is C natural or C sharp.

Working Out the Degree of the Scale

To work out what degree of the scale a note is on, all you need to do is count upwards from the first note (or "tonic" or "keynote") of the scale. Here are two questions for you:

1) What degree of the scale of Bb major is this note?

In Bb major, the tonic is Bb. The second note is C, and the third note is D. This note is D (notice the bass clef!), so it's the third degree of the scale of Bb major.

2) What note is the 5th degree of the scale of A minor?

In A minor, A is the first note. B=2, C=3, D=4 and E=5. So E is the 5th degree of the scale of A minor.