F. Aly. rat. fract. a aulie den. ^^3^^ 185. Lim.Octoc 



Log. / X 



fix XP 



\)l Jx = (nCosec.pny ,0<^p<^\; Minding, Tafeln. II. 



/ .>■ X — 1 



f L X ti X 



2)/ — = (rrCoscc.pTT)* Svunberg, Tran^l'. § 5. 



/ .r — 1 .r/' 



f n +x\2 dx 1 



•.\)\l\—^-—\ = -71^- Schlomilch, Gr. -1. 316. 



[ 1 x-P /I 1 \2 



4)//a:- dx = (-rrT'i/H^.-pTr ,;?<!; Sclilomilcb, Gr. 12. 20S. 



r {p + q](.Tl-P—xP-1) + (p — q)(.cl>+<i — x-r-l)dx n ^ on 



5)//j ^^^^ "^ , ^ ^— = -Tang.-'— V, T. 22. N°. 14. 



'/ {xp~x-py X p ^ 2p 



TT 



iAllx — = - Sec. — V. I. 22. N=. la. 



' f # _n I n 1 ,^ .. fl .- 



{xi- + x-P I ^ a; p 2 p 



fix \2"-^i c/.r 



(j+ij 



i \!?*+«'/ a; 23/2 2 j^a- 



■•)j'^(,/^^ V=^^r.^ } S'^Womilch, Gr. 



4. 3IC. 



^")/'4,;t^,-7) ^^ 



T \;' _ ^ P (r(jp)) 

 + rV 25P r(p) 



7.r + ,/.r+l 2q—l 



13) fJi^L ■^^ J^ ^ _!L_ g^'^9 • Sin.p7l+ il—QP)7T Cos.pTT) ! 



J.c + q., + ]. 'j-\~ Sin.^pn ~f,p^<l,y>l; 



13) f-^ -^^ rfa- = — !— '^ + ^'' (^'"- P^ll-^ Cos. p n) 



Jx + q.r~\ 14.^ 5(n.^p;r / 



Pairc 25 J. 



