2(5 METH. 1\'TEG. FOKM. niFFERENT. R niOX. 



A-»,B-}-^X-i:D-4- ctc. 



Hocqiic adco viilorc iplius V adlimto h.ibcbinnis ; , 



§. 22. Simili modo fi furmuhic propofita» 



• A-f-B.v-hC . v'--4-D.v'-|-F..v*-f- ctc. 



i-i-a.v-f-p.v'-T- y.v'-i- c).v*-l- £.v'-i- ctc. 

 denominator habcAt trcs fi(florcs fimpliccs aequales , ita vt 

 fit diuifibilis pcr ^i-hp.v)', tum rcli)lnti') in du.is illius- 

 modi partcs ficri dcbct 



05 ^.v-f- £>xdx -\ - ^ v V/v 51 H- 33v -h ctc. 



_ j-j-i- t~a ".V • 



I -f- 3/>.v -t-3/' -v -f- /' -v 1 H-O v-l- D V H- ctc . 

 Tt iam fummac dcnomin.itor cum propofito congruat , 

 oportcbit c(lc 



a = a-3p 



t—y-:i^p-\-6oLpp-iop* 



^-$-5yp-h6{ipp-ioap'-\-i5p* 

 ctc. 



Numcnuitnim sutcni idcntiras dabit has acquationes : 



A-5i-. "iP 



B-23-H3 5lp-f-D.-i-'iJa 



c-(E-H32>/'H-3 5(//-t-9l-i-Da-f-^\6 



Di:: 5)-H 3^/'-+-3 ^Bp^-i-^Cp^H-fKa-i Ob I %^c 

 H=^(E-i-3!I^/'-h3^//-i-33/''-4-Dv5-i-nc-i-'il\t> 



ctc. 



Hinc- 



