According to Maxwell-distribution law, the probability function representing the ratio of molecules at a particular velocity to the total number of molecules is given by
t() =k4V (219)
470² 2 2
m
20KT2
Where m is the mass of the molecule,
v is the velocity of the molecule,
T is the temperature
k and ki are constants.
If the dimensional formulae of ki is L'To then find the value of a + b + c.
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47v² e According to Maxwell-distribution law, the probability function representing the ratio of molecules at a particular velocity to the total number of molecules is given by. f(V) = k1. 2 KT2.
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