F.Alg.irrat.fract.aden. binome. TABLE 27. Lira. et oo 



(xiP-^dx T(i:p)T(a — Ip) 

 1) / = 2 _AlLi.A III, 1> »> : Scblomilch, Beitr. III. 13. 



f.rP—i d X 

 2) I — — ; = n Sec. p n 



; 1 + ^. 



fxP-'idx 1 — ip 



(l-\-x)^ 2 



•xP+idx ^yo + l 



■7t Sec. p It 



CxP+i d x 

 4) J 



7(1+*)^ 



r a;P-^ + §da! (1 — 2p)4/2 „ , , ^ /" «*-P-Ma; 



>Oettinger, Cr. 38. 

 162. 



^ p-g+l \ ^p^g 



/a;i(P— ?-l) d ar \ 2 / \ 2 



7 (l+.T)P+4 . r(p + i) 



, /"ajjfp— ?-l) da: 



9 I = 



7 (l + a:)P-i 



.,e^|±i),to_, 



r ^o — M I 



^^ ^' > Meijer, Int. Def. 329. 



r 1 P~g+M p /P + ? 



/■ .rP— 9 da; " \ 2 / " I 2 



(l+a;^)P+i 2r(p + |) 



. xv-idx 



/aH-a;»)P-i 2r(p — I) ' 



,„ r a;2«da; , r(a+«)r(6 — a) 



dx I n 



1/(1+ a;") \ 4 



i3)/,-^r^-F(*.^l L.,.„a„, w. ,. ue. 



/■ 1 a; 



^*)/x77i TTT drf'^ Euler, N. C. Petr. 6. 115. 



Page 63. 



