Oâ& aJiee6pmecK. uHmez'pamx'6 ef. pasHocmMœ^ pai^ionaJin. dpo6eù, 217 



IlepeM'bHnBi» x b-b x b's nepsoM'B na^ chx'b ypasHCHm, n ynompeSHBi., 

 KaK^b B-h §. 1, qepmH ^xr oSosHa^eHia cero ^-feîicmBifl, ôj^emi» 



HO, m> c^it^craBie ypaBHenifl Y' — M^Y^, Haîr^cM'B 



EcAH flpo6B ^ coKpamaemca, mo nycmB -^zz^; h ecjn *ynKE[iH 

 H J^'j HMtionit oSmaro ^tABinejiH , mo nojiy^nM'b 



CocmaBAflA onOTib ypasHenie Y\ — /î^^ Y^ , naîi^eM* 



Ia — "!^ 



^'^ ~ ^{2 ' 



n ecAH ^o5b coKpainaemca, mo, no yHnqraoiReHÎH o5ii^aro ^ijinmeaji, 



Haii^emcH ~ CAt^OBamejiLHo 



£2 _ ^ 



Hoxomnmit menepB, ^mo npo^^o;iainB'B cie ^tScmBie, ^ocmnon naKO- 

 Heu;!» flpoSn ~ z:z. ~ , bi. Komopoii /î'„ rr: Bi» maKOMt c^iy^at bc- 



VI n 



^HiHHa Gy^emi» onpe^tJieHa 5 n5o, iiai» paBCHcmBa ~ 7J/„ , bmeo^hm-b 

 ypaBHenie — , KomopoMy nnaTC y^oBjiemBopiiinb HeBOSMoaiHOj KaKt 

 no.iarafl Y^ nocmoHHHHMï», naupaMip^, Ho nst ypaBnemû 



Jr r:: r 



J o K Y, 



BWBO^tlMt 



^?/7j. Vl.St'r. Se. math , phys. ei ual. T. III. i^^ part. 28 



