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please try to write any information related to this question.

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i attached the sec 1.2

i think you just to to prove the question from first page

by using the information the section 1.2 which was provided

if you can relate anything to the main question in any way that would be enough

it doesnt have to be correct he just to see effort and trying to write any thing related

epeat The Argument in Pathra, sectm(.2), showing Thaf in n partkcdle systems (NI o) That are Som e how Constrain To occupy mcto scale Energy E, En, Thał Ate all close sed Avenge eneray と, That The N-particle systems entropy is given e where П : The number of micr.state 羊The Fall-wry Asumpions con rlieu le be used system a The dynomies of the N putteals th in the spstem are statis tiaully independent of the dynomes the partele fu rYouncling The system. we can Take a hint from The Fun de mantal Thermody namis Eqn. which implies Tht the right hend siule invsive diffire at] in (E) (v) ()fran eqnc. aim we con think of (5) is afund.n of (E), (v), (N) [s-S(E,V,N) Based on (4), and F. lla wing Buizmen who sought To Conn ec The ta histe of ms Scale Dynames, As captarel by J2, 1 e scale Therme, As embedded by (SV,E, M), we Assun 9) We must thus Assume that_a to be A stat Functun, Thermo de, , 9, We repeat the Moth menp Itm n (sec 12 pthreix) T. Come up with egn (6 and A) Contining thet we Kwolly heve d si E-E Seggesh thud S or and r (8) Call The universl Con stant Kg Bula あ' un, versal, system onstat, Thus, for exmpe KBT Я.JL~ T..pA~ f,e.、 ds.. | dw antro B1 9719 3 TolFco dva.nmM.cresra,res oc euro.ee〈 6ra e n Phos Mo de, 4 22 ia aer Lec 3 dん 7 S. e) chn )岚 2S2 72 8) 1万.al Z0 2 B, Cow//겨 mr_ worn ooos d S 27)-In MAT

Answer 1

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