The frequency of the wave is equal to the speed of the wave divided by the wavelength. In this case, the frequency would be 10 Hz.
The frequency of the wave can be found using the formula: frequency = wave speed / wavelength. Given that the wave speed is 40 cm/s and the wavelength is 8 cm, the frequency would be 40 cm/s / 8 cm = 5 Hz.
To calculate wavelength: Speed = wavelength x frequency Frequency = speed / wavelength Wavelength = speed / frequency For the given wave traveling at 35 cm/s and a frequency of 25 Hz: Wavelength = 35 cm/s / 25 Hz = 1.4 cm.
To calculate the wavelength, you can use the formula: wavelength = speed of wave / frequency. However, to calculate the wavelength, we need to know the frequency of the wave in addition to the speed. If you provide the frequency of the wave, we can calculate the wavelength.
To find the frequency of the wave, you can use the formula: frequency = speed / wavelength. Given the speed is 40 cm/s and the wavelength is 8 cm, you can calculate the frequency as 40 cm/s / 8 cm = 5 Hz.
The frequency of the wave is equal to the speed of the wave divided by the wavelength. In this case, the frequency would be 10 Hz.
The frequency of the wave can be found using the formula: frequency = wave speed / wavelength. Given that the wave speed is 40 cm/s and the wavelength is 8 cm, the frequency would be 40 cm/s / 8 cm = 5 Hz.
To calculate wavelength: Speed = wavelength x frequency Frequency = speed / wavelength Wavelength = speed / frequency For the given wave traveling at 35 cm/s and a frequency of 25 Hz: Wavelength = 35 cm/s / 25 Hz = 1.4 cm.
To calculate the wavelength, you can use the formula: wavelength = speed of wave / frequency. However, to calculate the wavelength, we need to know the frequency of the wave in addition to the speed. If you provide the frequency of the wave, we can calculate the wavelength.
To find the frequency of the wave, you can use the formula: frequency = speed / wavelength. Given the speed is 40 cm/s and the wavelength is 8 cm, you can calculate the frequency as 40 cm/s / 8 cm = 5 Hz.
The wave height increases as waves hit the coastline due to the shoaling effect. This is caused by the wave slowing down and compressing as it moves into shallower waters, causing the wave to grow taller.
(55 cms) x (40 cms) x (20 cms) equals 2,685 cubic inches.
As of July 2014, the market cap for CMS Energy Corporation (CMS) is $8,238,310,186.53.
The symbol for CMS Energy Corporation in the NYSE is: CMS.
CMS stands for Credit Management System. CMS is the heart of the Vision Plus. All other sub-modules are connected to the CMS. CMS involves in almost each functionality of the account.
182.9 cms
5' 11" = 180.34 cms