BIFERGENTIBFS. a33 



fctisfacere hunc valorem 



w+ 3 n-\-[ac— 2 «^).v" 



?;/-i-4« +(g^'+(?;H-2 «)^)A,-" 



vi+sn-\-[ac-vib)x'' 



m-\-6n-\-QtQ. 

 Si igltur fit rr::o erit dz-^-bx^^^zdx—ax^^^dXy et e^* '" 

 — <7//* •»A''"— </.v et zzzae-^'' :nj-gbx:r,^m-, ^^^ g^ pg^ feriem 



/7:v'^ j7_^.v "■-+-" iib^x^-^^'' ab\x^'' 



"' m ~m[m+n) m^tu+n)[m-{-2!i) /»(»/+«)(/«+ 2«XwT3«}+etc. 



In hac aiitem fbrma nortra, quam tradlamus, non continetur. 

 §. 27- Inueni autem porro, fi habeatur haec 

 aequatio : 



fx^^^^dx—x^^-^^dz-^-ax^zdx-^-bx^^zdx-^czzdx 

 valorem ipfius z per huiusmodi frailionem infiaitara 

 exprimi : 



— — /^ 



^ ~" b-\-[mb+ab-\-cj j.v"—» 



^(/«6+«^f/);v"'-* 



b-\-[2mb -tib+ab-\ -cj );i:"'-» 

 b-\-[2mb-znb-\-cj)x'^' 



b-\-{5mb-2nb-\-ab-\-cJ ^x"'-" 

 b-h{ 3 mb-^nH^x^^' 

 ^ -i- etc. 

 Tom.V.Nou.Com. Gg Quo 



