Use the table to answer the question.
Wave Wavelength (meters) Frequency (hertz)
W 5 200
X 3 300
The table shows information about two waves. Based on the given information, which conclusion can be made consisting of amtatude and speed
The amplitude of wave W is greater than the amplitude of wave X, and the speed of wave X is greater than the speed of wave W.
Based on the given information in the table, we do not have any information about the amplitude or speed of the waves. The table only provides data on the wavelength (in meters) and frequency (in hertz) of the waves. Therefore, we cannot draw any conclusions regarding the amplitude or speed of the waves from the given information.
To determine a conclusion about amplitude and speed based on the given information, it is important to understand the relationship between wavelength, frequency, amplitude, and speed.
Amplitude refers to the maximum displacement of a wave from its equilibrium position. It represents the intensity or strength of the wave. Speed, on the other hand, refers to how quickly the wave is traveling through a medium. It is calculated by multiplying the wavelength by the frequency of the wave.
Looking at the given table, we have information about two waves, W and X. The wavelength of wave W is 5 meters, and its frequency is 200 hertz. Wave X has a wavelength of 3 meters and a frequency of 300 hertz.
To determine the conclusion about amplitude, we need additional information that explicitly states the amplitude for each wave. The given table does not provide any information about the amplitude of the waves. Therefore, we cannot draw a conclusion about the amplitude based on this table.
To determine the conclusion about speed, we can use the formula:
Speed = Wavelength × Frequency
For wave W, the speed would be:
Speed of W = 5 meters × 200 hertz = 1000 meters per second
For wave X, the speed would be:
Speed of X = 3 meters × 300 hertz = 900 meters per second
Based on this information, we can conclude that wave W has a higher speed (1000 m/s) compared to wave X (900 m/s).
In summary, based on the given information in the table, we cannot make a conclusion about the amplitude of the waves. However, we can conclude that wave W has a higher speed (1000 m/s) compared to wave X (900 m/s) by using the formula for speed calculation.