->l4f ) 4P ( l?€- 



-x''-x'\i -x*)-x'X I -x*)i 1 -x') -x"(i -x*)( 1 -xj{ 1 -x') etc. 

 vbi denuo membra, quibiis eadem poteftas ipfius x prae- 

 fixa, in vnum contradla praebebunt 



Cz^x"-x''-x''(t-x*)-x'°(i-x')(i-x') 

 -.v**(i -xjii -x')(i -x') etc. 

 rbi pcteftates praefixae quaternario crefcunt. 



§. 5. Statuatur C rr a-'* — :c" — D, vt fit 



D = ;r'*(i -.vO + Ar^°(i -a:*)(i -Jf') 



+ j^-^*(i-x*)(i-Jf^)(i— ^*) etc. 

 qui termini per euolucionem fadoris 1 — x*^ in binos di- 

 fcerpantur lioc modo : 



D-x'-"-^x'°( i-x')+x'X i-x')(i -jf ')+.v'\' I -x% I -x' ( I -X') 

 -x'°-x'Xi-x')-x''ii-x')(\-x')-x^'(i-x')(i-x')j-x')etc. 



Nunc binis vt liadenus contrahendis coUigitur 



D — x''- X" - x'" (i-x')-x''(i-x')(i-x') 

 -A:'=(i-jf'}(i-.v')(i-A-') etc. 

 Hic igitur poteftates ipfius .v quinario crefcunt. 



§. 6. Statuatur D — x' — x'' ~E, ita vt fit 



E=x''(ii-x')-^x''(i-x')(i-x') 



-{-x'°{i-x'){i-x')(i-x') etc. 

 ac rcfolutione in binas partes vt hadenus inftituta prodit 

 E~x'^-\-x*'(i-x')-\-x'°. i-x*)(i -x')-[-x''(i-x')[i-x')(i-x') 



-jc**-.v"( I -.v")-;r' X^-x')( I -x']-x'°( 1 -x'}{ 1 -xO( 1 -x') etc. 

 Con^^radis vero binis terminis in vnum prodibit 



AaciJiauilmp.Sc.Tom.lV.P.L G ' Ez=; 



