Answered

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The formula vw=f⋅λ describes the relationship between the speed of a wave (vw), and its frequency (f) and wavelength (λ). For example, if a wave has a frequency of 120 Hz and a wavelength of 5m, it would have a speed of 600 m/s.

In one or two sentences, describe what would happen to the frequency of this wave if the wavelength is increased to 10m but the speed stays the same at 600 m/s.

HELP!!

Sagot :

StrangerEleven
The frequency of the wave currently with 5m of wavelength is 120Hz, with the speed of 600 M/S.

If you changed the wavelength from 5m to 10m, only the wave meter and wavelength is changed. It would be 60m.

60m is your final answer.

If the wavelength is increased to 10m and the speed stays the same at 600m/s then the frequency would be 60Hz.

What do you mean by wavelength?

A wavelength refers to the spatial period where the distance of the wave's shape repeats.

The frequency would be 60Hz when the wavelength is increased to 10m with a speed of 600m/s.

To calculate the frequency, simply divide the speed by the wavelength as 600 is divided by 10 to get 60 as a frequency.

Therefore, 60Hz would be the frequency of the wavelength is 10m and the speed is 600m/s.

Learn more about wavelength here:

https://brainly.com/question/13533093

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