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Understanding Basic Music Theory, 2013a

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110 CHAPTER 3. THE PHYSICAL BASIS<br />

Solutions to Exercises in Chapter 3<br />

Solution to Exercise 3.2.1 (p. 101)<br />

1. The part of the string that can vibrate is shorter. The nger becomes the new "end" of the string.<br />

2. The new sound wave is shorter, so its frequency is higher.<br />

3. It sounds higher; it has a higher pitch.<br />

Figure 3.15: When a nger holds the string down tightly, the nger becomes the new end of the<br />

vibrating part of the string. The vibrating part of the string is shorter, and the whole set of sound waves<br />

it makes is shorter.<br />

Solution to Exercise 3.2.2 (p. 104)<br />

There are many, but here are some of the most familiar:<br />

• Chimes<br />

• All xylophone-type instruments, such as marimba, vibraphone, and glockenspiel<br />

• Handbells and other tuned bells<br />

• Steel pan drums<br />

Solution to Exercise 3.3.1 (p. 106)<br />

Although trained musicians will generally agree that a particular sound is reedy, thin, or full, there are no<br />

hard-and-fast, right-or-wrong answers to this exercise.<br />

Solution to Exercise 3.3.2 (p. 108)<br />

1. The eighth harmonic<br />

2. The fth and tenth harmonics; the sixth and twelfth harmonics; the seventh and fourteenth harmonics;<br />

and the eighth and sixteenth harmonics<br />

3. The note that is one octave higher than a harmonic is also a harmonic, and its number in the harmonic<br />

series is twice (2 X) the number of the rst note.<br />

4. The eighth, sixteenth, and thirty-second harmonics will also be A's.<br />

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