F. Exponent. TABLE 40 suite. Lim. — oo et oo. 



33) / / ^ ] dx = k-\-Z'{p) V. T. 22. N'. 17. 



34) 1 1 1 \ j^ _ 2' (p]—Z'{q) V. T. 22. N". 18. 



F. Exponent. TABLE 41. Limites diverses. 



■ ( dx 1 

 1) / = l[\ —pe-9) Hoppe, Cr. 40. 139. 



3 f—V P 



f . 2(7 . So ... . 



/ e-^'' dx = ^ Oettinger, Cr. 35. 13. 



2), 



' 



3)1 a;-P''dx = 2' Kummer, Cr. 17. 210. 



•' 



0"—' 

 1 n" 



4)1 e^<^V''dx = - (e2a e^<^ + — | Dienger, Cr. 46. 119. 



'] a\ 2a^2a/ ^ 



f^ «? — 1 



5)/ pV'^dx = ~ Meyer, Int. Def. 98. 



J, 9iP 



6)je'dx = e—l 



} Moigno, Int. 33*188. 

 /•'^ dx 



8)/ -^^-; : = , p <q; 



>}^ Tpe^^^qe^ ^ ^M Ohm, Ausw. IS. 



9) =27r , p >5;] 



10)1 p^dx = ^-^^-^^ 



Jo - ^P 



Meypf, Tut. De'f. 93. 



J -I P''P J 



Page 83. " 11* 



