(Answered) For zero mass particles like neutrinos the relativistic

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For zero mass particles, like neutrinos, the relativistic relationship between energy E and momentum p is

E(p) = c|p|,

where c is the speed of light. Calculate the pressure and energy of a classical relativistic zero mass gas as a function of density and termperature and show that pV = gE, where g is a numerical constant. What is g? Is it different from the non-relativistic case?

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