F. Algebrique. TABLE 35 suite. Limites diverses. 



J [b — x) {x — a\ 



^^)t T~~ — 7~, T = , r; T, Cosec.pn , b <'a; j 





', Ramus, Cr. 24. 257. 



r 



18) 



r _„J«+^)*:i(^^-l.l^^ ^ _ r(6)rW «*l!r!___ Winckler, Cr. 45. 



/ {g{a-\-a;) + h{a~a;) + 2k}'>+c 2T {b ^ c){ga j- kf (ha + ky 102. 



/■'d ^ 1 fq\ ^ 



19) / — = - I {-] —la Arndt, Gr. 10. 240. 

 J ^x 2 \pl 



20) = Z - Ohm. Ausw. 1, 2. 



21) = -/ i-\ Matzka, Gr. 20. 1. 



r rf^* 1 f t/(l+r')4 . t/(l— p ) t/(14-r^) -t/(l- g)| Kaabe, 



'] {r^^x)\/{l-a;') v/(l~r^) {i/(l+r2) + ,/(l -<^) v/{l+r^) — l/(l-p)j !"'• ^^l- 



P 



.a— 2b 



{a— 2 6)°-! 



2:3)1 /c(a— 2 6— a-)"-' dar -= '"- '"',n iioj,^e, Cr. 40. 142. 



' f a (a + 1) 



•' 



F. Exponent... Forme e^". TABLE 30. Lim. et 00 



) / e— ^ d a; = 



)je-P^dx = - 

 J P 



1 Cauchy, Cours. Le?. 32. — Grunert, Gr. 2. 266. 



-, , , Cauchy, Cours. Le?. 32. — Cisa de Gi'esy, M^m. Turin. 1821. 209,11. N'. 45, — 



i)fe V «^ — „ Liouville, L. 4. 317. — Oettinger, Cr. 35. 13. — Grunert, Gr. 2. 266. 



Z)\p^dx = — — ,p < 1 ; Poisson, P. 19. 404. N\ 76. 

 J ip 



4!)feP='dx= 00 Cisa de Gresy, Me'm. Turin. 1821. 209. H. N. 45. — Cauchy, Cours. Leg. 24. 

 1 \ 



5)/ 



6)fe-iP+<!i-dx = ^~^\\ 



J p^+q : 



er-pxidx == 



pi I 



Meyer, Int. T)6f. 99. 



Page 75. 10* 



