Question
The so formula VW equals F.Y describe the relation between the speed of the waves VW and it’s frequency F and wave lens for example if a web has a frequency of 120 Hz and a wave lens of 5 m it would have a speed of 600 MS in one or two centers describe what would happen to the frequency of the wave of the wave led is increased to 10 M but the speed stays the same 600 MS.
Answers
Answered by
GPT 3.5
When the wavelength of a wave increases, while keeping the speed constant, the frequency of the wave will decrease.
Using the formula VW = F * Y, we can see that frequency is inversely proportional to wavelength when speed is kept constant.
If the wavelength is doubled to 10m, while the speed of the wave remains at 600 ms, the frequency will be halved to 60 Hz. This is because as the wavelength increases, the number of wave crests passing a point in a unit of time decreases, resulting in a lower frequency.
Using the formula VW = F * Y, we can see that frequency is inversely proportional to wavelength when speed is kept constant.
If the wavelength is doubled to 10m, while the speed of the wave remains at 600 ms, the frequency will be halved to 60 Hz. This is because as the wavelength increases, the number of wave crests passing a point in a unit of time decreases, resulting in a lower frequency.