Final answer:
To find the ratio of two wave frequencies, divide the frequency of the two-segment wave by that of the one-segment wave. The ratio indicates how many times one frequency is larger or smaller than the other. Without the exact frequency of the one-segment wave, the ratio cannot be calculated.
Step-by-step explanation:
To understand the relation between the frequency of a one-segment wave and a two-segment wave, we must first calculate the ratio of their frequencies. The frequency of the 1-segment wave is not provided, so let's assume it needs to be found or is given elsewhere. However, the frequency of the 2-segment wave is provided as 334Hz. When these frequencies are known, the ratio is the frequency of the two-segment wave divided by the frequency of the one-segment wave.
For example, if the frequency of the 1-segment wave were 167Hz, the ratio would be:
Ratio = Frequency of 2-segment wave / Frequency of 1-segment wave
Ratio = 334Hz / 167Hz = 2
This indicates that the frequency of the two-segment wave is twice that of the one-segment wave. In general, the frequency ratio indicates how many times larger or smaller one frequency is compared to another.