please I need the folowing problem in the imaige: 1.2 1.3 as soon as possible Sh

Question

please I need the folowing problem in the imaige:

1.2

1.3

as soon as possible

Show that, for two large systems in thermal contact, the number omega (0) (E(0), E1) can be expressed as a Gaussian in the variable E1, Determine the root-mean- square deviation of E1 from the mean value E1in terms of other quantities pertaining to the Make an explicit evaluation of the root-mean-square deviation of E1 in the When the system A1 and A2 are ideal classical gases. Assuming that the entropy S and the statistical number Ohm of a physical system through an arbitrary form S = f(omega) Show that the additive character of S and the multiplicative character of Ohm necessarily the function f(Ohm) be the forms (1,2,6). The systems A and B, of identical composition, are brought together and allowed both energy and particles, keeping volumes VA and VB constant, show that the minimum of quantity is given by

Explanation / Answer

the equation 1.26 is not provided..any way,to check additive propert of S,

check if f(w1)+f(w2)=f(w1+w2)

for multiplicative propoert of w,

check if f(w1*w2)=f(w1)*f(w2)

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