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The_Complete_Idiot%27s_Guide_To_Music_Theory

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58<br />

Part 2: Rhythms<br />

Taking the Measure of Things<br />

Rhythm is about counting. Listen to your favorite pop song, and feel the beat.<br />

(Go ahead, tap your foot—it’s okay!) You’ll likely feel the beats fall into groups<br />

of four—one, two, three, four; one, two, three, four …. It’s easy to hear because<br />

it’s very natural.<br />

Let’s use a specific example—“Mary Had a Little Lamb.” <strong>The</strong> notes of the<br />

song fall into groups of four; just replace the words “Ma-ry had a” with “one<br />

two three four” and you see how it works.<br />

In this song, and other songs based around groups of four, each group of four<br />

beats is called a measure, a container that holds a specific number of beats. In<br />

standard 4/4 time, a measure holds the equivalent of four quarter notes. <strong>The</strong><br />

beginning and end of a measure are signified by bar lines, like this:<br />

A group of measures on a staff; each measure is separated by left and right bar lines.<br />

<strong>The</strong> first beat in a measure is counted as one. <strong>The</strong> second beat is counted as<br />

two. <strong>The</strong> third beat is counted as three, and the last beat is counted as four.<br />

<strong>The</strong>re is no five; if you count out five you’ve counted too far! Whenever you hit<br />

four, the next beat is always one.<br />

Every time four beats go by—one, two, three, four—another measure is completed.<br />

If you put enough measures together—one, two, three, four; one, two,<br />

three, four—you have a song.<br />

Taking Note—of Notes<br />

Every time you sing or play a tone, you’re also singing or playing a note value.<br />

<strong>The</strong>re are different types of note values, with each note value signifying a specific<br />

length of time—as measured by parts of a measure.<br />

<strong>To</strong> better explain, we have to get into a little math. (Don’t worry—there won’t<br />

be any story problems!) You see, each note value lasts a specific duration, and<br />

each duration reflects a ratio to duration. As you can see from the following figure,<br />

each shorter note is precisely half the duration of the previous note. So if<br />

you can divide and multiply by two, this should be fairly easy for you.

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