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The_Complete_Idiot%27s_Guide_To_Music_Theory

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Major and Minor Keys<br />

In This Chapter<br />

◆ Understanding major and minor keys<br />

◆ Determining key by using key signatures<br />

◆ Using the circle of fifths<br />

◆ Applying accidentals and changing keys<br />

4<br />

Chapter<br />

If you’re writing music within the C Major scale, you have it easy. All the notes<br />

fall in the lines and spaces of the treble and bass clefs; no sharps or flats are necessary.<br />

(And, if you’re playing the piano, you don’t have to use those tricky black<br />

keys!)<br />

However, if you’re writing music using another scale, you have to use accidentals<br />

to raise and lower notes beyond the white keys on the piano keyboard. For<br />

example, if you’re using the F Major scale, you have a pesky B-flat to deal with.<br />

Now, you could put a flat sign in front of every B-flat in your music. However,<br />

you’ll end up writing a lot of flats—which is a major pain in the butt.<br />

Fortunately, there’s an easy way to designate consistent flats and sharps throughout<br />

an entire piece of music, without noting each and every instance. This approach<br />

requires the knowledge of musical keys—which just happen to correspond to the<br />

musical scales we discussed in the previous chapter.<br />

Keys to Success<br />

When a piece of music is based on a particular musical scale, we say that music<br />

is in the “key” of that scale. For example, a song based around the C Major<br />

scale is in the key of C Major. A song based around the B-flat Major scale is in<br />

the key of B-flat Major.<br />

When you assign a key to a piece of music (or to a section within a larger piece),<br />

it’s assumed that most of the notes in that music will stay within the corresponding<br />

scale. So if a piece is written in A Major, most of the notes in the melody<br />

and chords should be within the A Major scale. (<strong>The</strong>re are exceptions to this, of<br />

course; they’re called accidentals; they’re discussed later in this chapter.)

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