The difference in wavelength between the bass guitar and the whistle is that the bass guitar has a longer wavelength compared to the whistle. This can be explained by the relationship between frequency and wavelength.
Frequency is defined as the number of cycles or vibrations of a wave that occur in a given unit of time. Wavelength, on the other hand, is the distance between two corresponding points on a wave, such as the distance between two crests or two troughs.
The model given suggests that the whistle has a high frequency, meaning that it produces a large number of vibrations in a given unit of time. This results in shorter wavelengths because the vibrations are occurring more frequently.
Comparatively, the bass guitar has a low frequency, meaning that it produces fewer vibrations in the same unit of time. As a result, the bass guitar has longer wavelengths because the vibrations are occurring less frequently.
In summary, the difference in frequency between the bass guitar and the whistle leads to a difference in wavelength. The whistle, with its high frequency, has shorter wavelengths, while the bass guitar, with its low frequency, has longer wavelengths.
Astudentwasinvestigatingthedifferenceinwavelengthofabassguitarandawhistle. The
student noticed that thefrequencyofthewhistlewashigh,andthebassguitarhadalow
frequency. Giventhestudents'informationandthemodelbelow,whatisthedifferencein
wavelengthforeachinstrumentandexplainhowfrequencyaffectsthewavelength?
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Answer
III.
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1 answer