F. Alg. inat. eiit. a lart. (1— .i")''. TABLE 10 suite. Lim. et 1. 



b 



•27) / j.«-ic-i (i_.i,.6)-i+'^ c?a- = (—IK '^ Cosec. ^ 

 J ^ b b 



Des formules 21—27 voyez Oettingcr, Cr. 38. 1G2. 



F. Alg. irrat. fract. a den. monomc. TABLE \ 1 . Lim. et 1 . 



/•(l_a:y.-} 

 2) / ; d X = n Sec. p n 



o) I , — a X = nSec. p n 



J xP-i 2 



'J xP+l' + i (1 + 2p)V2 !«-*+"' / 



; Oettinger, Cr. 38. 162. 



/■(I— ^^2' — 1 



b g lb Is 



-p^+c , (]±-]'" ,^/^ Oettinger, Cr. 35. 



F.Alg.iiTat.fract.aden.(l±a;)''et(l±a;')«. TABLE 12. Lim.Oetl. 



1) / = n Schlomilch, Stud. I. § 2. 



7, (l_a;) 2«/2 ^ 



/" a;°dx 2''/2 



2) I = — - 2 Schlomilch, Gr. 5. 90. 



7 1/ (1— a;) 3«/2 



/■ a , 



3) /ZL_^ = - TT Co5£C. — Euler, N. C. P. 6. 115. 

 } {l-x)t * ^ 



Page 42. 



