What is energy of light, as we know speed of light? 1.What is total energy of EM waves, as all got same speed? 


*If two em waves has same energy, do they have same mass? 

*If same mass and energy, do they have same frequency or wavelength still different EM waves or Color?
 A: According to Maxwell's theory of electromagnetism, a light pulse (or generic electromagnetic wave) carries momentum, which can be transferred to an absorbing surface hit by the pulse. This momentum transfer is known under the name 'radiation pressure'. 
Despite carrying momentum, light carries no mass. Yet a light pulse does carry energy. For a light pulse with momentum $p$ this energy is given by $E = p c$. Here, $c$ is the speed of light. 
Note that frequencies or wavelengths do not enter this picture. So two distinct light pulses with the same energy (and hence the same momentum), do not need to have the same frequency (or the same wavelength).
When considering the quantisation (photon character) of light, frequency (or wavelength) does enter the picture. If two light pulses have the same energy (and therefore the same momentum) and each consist of the same number of photons, they must have the same frequency.
A: The total energy of a photon, the carrier of the electromagnetic force, is given by $ E=hf $ where $ h $ is Planck's constant and $ f $ is the frequency of the light. So yes, if two EM waves have the same energy, they will have the same frequency and wavelength, meaning they have the same colour.
Photons have no rest mass, but they do have a relativistic mass due to their momentum, given by $ m = \frac{h}{\lambda c} $. This isn't a rest mass in the sense that photons don't have a rest frame, but it behaves as an apparent mass in special relativity.
