FNICAM fARJJBlLEM TNrOWENTES. 9 

 habcbuntque cocfiicientes alfumti hos \al0re3 : 



etc. 



5f=zP-n(3-my-K~f^- etc. 

 33— Q.-ny-m^ -l£ -f s- ctc. 

 ^-R-no -m^ - U-f^- etc. 



etc. 

 \bi in mimeratore propofito A-hB.v-f-C.v*-i- ctc. 

 dcnotat P coefficientcm potclbtis .v" , et (^ coefficien- 

 tem potelbtis .v"-+-' , et R cocfficientem poteftatis .v"~^' ^ 

 ec ita porro. H;ic ergo fada reiblutionc prioris fracTiio- 

 nis intcgraic eft in promtu pcr §. 2 , ita \t ad plenam 

 intcgrationcm fuperfit modus iutcgrandi fiadionem pofte- 

 riorem. Hanc obrem tota difficultas liuc redit , \t mo^ 

 diis tradatur intcgrandi huiusmodi formulam 



A-hB.v-i-C.v'-HDa;M-E.v*-f- etc. 



a -{-^X'-\-yx''-\- § x^ -^ s x*-{- etc. " 

 in cuius denominatore prim.us terminus a non fit :zr o. 



§.7. Cadis {impliciffimus , qui in hac fbrma contine- 

 tur, erit , fi in numcratore omncs termini, praeter primiim , 

 in dcnominatore \ero omnes practer duos primos eua- 

 nelcant , ita \t hacc habcatur formula integranda : 



— — r- d X. 

 a-^vx 



Tom. XIV, B • Pona- 



