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crest<br />

rest position<br />

wavelength<br />

trough<br />

wavelength<br />

amplitude<br />

Figure 10.6 All waves have a wavelength and amplitude.<br />

Relationship between Frequency and Wavelength<br />

Imagine you had a pan of water and you began gently tapping the<br />

surface of the water (Figure 10.7). You would create a series of wave<br />

crests. Suppose you made one new wave crest every second. Would it<br />

take more energy or less energy to create three wave crests every<br />

second? It would take more energy because you would need to tap<br />

much faster.<br />

When you create more wave crests per<br />

second, the frequency of the wave increases.<br />

As the frequency increases, the crests are closer<br />

together. So, as more energy is put into making a<br />

wave, the frequency of the wave increases and<br />

the wavelength shortens. Frequency and<br />

wavelength have an inverse relationship, which<br />

means that when one value increases, the other<br />

decreases. As frequency increases, wavelength<br />

decreases. As frequency decreases, wavelength<br />

increases.<br />

There is a mathematical relationship among<br />

the speed, v, the frequency f, and the wavelength<br />

of the wave: v = f . For example, if the<br />

wavelength of a wave is 10 cm and the frequency<br />

is 5 cycles/s, then the speed is 50 cm/s.<br />

Learning Checkpoint<br />

1. Draw a wave and label:<br />

(a) crest<br />

(b) trough<br />

(c) rest position<br />

(d) wavelength<br />

(e) amplitude<br />

amplitude<br />

dock<br />

Figure 10.7 As the frequency of the wave increases,<br />

wavelength decreases.<br />

Light is part of the electromagnetic spectrum and travels in waves.<br />

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