= 12 + 



ipfo fiet (h -{-r x-\-t x)- = i. llac ratione fiet 



jy _ b — \ [r n .-/r(m — I) -^ /»p -»- 1^] 



e iW T- ii. 

 c- Al/n-4gtw ^i)-»-^g (p-)-i) ] _ B fcn -i-/ (m 4- g< -t- / (|> -^ n] 



e{m-i- i) 



Y\ 1- - \ r r - - H {fn->-c "i-t-^jl-t-Cg (p"»-I) — ' [pn -4-j (w -»- 3) ■»-/ |»-t j)) 



e im -^-4; 



Tj» / —Hgn— (f/n^g;m v 3-4-Cf>f> H- I — Dffn -t-/(m-^-4) -t-/tj> -»-I'1 



~ <• vm -f- 5) ' 



P ij — ( p 71- 1' f/r: -^-g im-4-4n — 2l> g IP V I K fc n -4-/ (m - > y) -f-/ (p4-I)] 



c im -f- 6; * 



Modo confimili fi quoquo cfTet (c -+■//" -+- g x^y — i , 

 nnde ditTcrcnliale piopofitiim crit 



H"' x^ dx [a -{- b x -\- c x^- -h h x^ -h l x^^-i-ctc.], 

 el 2")unciUir 



/N"' x"* a A- [a H- 6 X 4- c X- -+- A jcM- / x' -i- clc. j 

 _ N"'x'^'^^t)x[A-+-Bx-+-Cx--+-Dx'-t-Ex'*-f- clc.] 

 invcnientur valores cocfricienlium A, 13, C, D, E, F, ctc. 

 iii hac formula integrali , poncndo in valoribu.s corumden 

 in formula proxime praeccdenti c i= i, /~ o, g =r c , un^ 

 dc habcbilur (c -f-/x-h g x'-)'' rz i, IJoc modo fiet 

 A = ' , B zr iz^ , C — '-M , D — i^^ 



n-i-l' m-hO m-t-J W+-4 



m-h S ^ m-t-b 



S VM- 



