F. Algebr. rat. ent. 

 Kxpon. inonome. 



TABLE 142. 



Lim. — 00 et gc. 



1) e'- 





6) 



ix)i>--^ dx =^ 2Sin.pTTT(p) 



— i .c)/'— ' dx = 



r -j- i Jc)l~^ dx = 



n er 



I' n 



1 n 

 7) le-P'^'x^dx — — i/ - 

 " 2,p p 



Ohm, Ausw. 20. 



r{i-q) 



r — i.r)7— • dx = a 



i x)P-^ ( — i «)1— • d .c = 2 5m. pTir{p-\-q — 1 ) 

 I e~^ x'^ dx = — 



; 2 



f , l''/^ 



8) / ff-^' .c2a £f ^ = i/tt Fourier, Glial. 3?0. — Poissoii, Cba!. 75. 



J 2" 



9) /e-'*a;2'«+l dj; = Poisson. Glial. 75. 

 lO)je-''''+-l"'xdx = peP'x^n 



11)1 e-J:-+2/'Jra;5 d .,; = ^ ^ C/-" j/ 7r 



o2V, Diengcr, Gr. 4C. 119. 

 i/ it a" - - 

 12) / e— P*^+2?ii8«+i (2 .r = ;;^;^^ — — - — .q e'' 



,0<p<l,l>5>...,»->0; 

 Gayley, L. 12. 231. 



[.3)/e-P 



1.3) /e-pi'+2?*a;da; ==-(/- e'' 



P P 



2<»;) 1/ p d go 

 9" 



J ' VpI p 1"/' WJ 



->/-— ^' = <-"""+Hir' ">^i°-^ e-^'' ^ "*■""" 



1 



,c,/,-.....,,w. = ,_,,,:_ o(^)'.">/,^ I ^(^.)" 1 



Page 205. 



