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



njle'^.P^'—g^}' da; = (14-»)(; p ]^ — - Lejeune-Dirichlet, C. It. 8. 1.57. 



2 p 



) j eip^'— <]'}>' dx 

 18; /e— (■^•+P+29Jr) J.J. = e-l>+'r \y n Fourier, Cbaleur. 364. 



19 



ao 



21 

 22 

 23 

 24 



25 

 26 



27 

 28 

 29 

 30 

 31 

 32 



P 



I imagiuaires; \ 1827. p. 



, si la partic reelle de^j t'st<^0 ;/ '' -^3. 



\c ' -r2 dx = C-21//'?]/- 



J P 



je ixi dx = e-'' \^ It 



> Cauchy, P. I'J. 511. 



[ci^''''^^->' dx = fl +i) e'-'Vpi}^ -'^- 

 j 2p 



le~V ^x'-J' dx = (1 — i tr-2iVp? 1/ -^ 

 .' ' 2py 



/ c '^ I ?'+?' j rf.t- = — , — . ,v>'}'A 

 J p + 'p I 



/e I p-'i'> dx = — ; \ (■:iuL.li\, K.\erc. IS27. p. 233. 



J 'P—P I 



/ c I KP j rf-i- = 1/ - 

 i P 



j 1 + e-«^ 



/■fP^ -|_ e-p^ TT pn\ 



I aa; ^ - Sec. — i 



y ei^ + e-9^ <7 2 (7 f 



'■ n pTri 



; o ^ 2ol 



- Cosec. — V. T. 22. N°. y. 

 a a 



} Oluii, Ausw. 14. 

 ( eP^ — e—P^ 7T pn 



dx = - Tang. — , 



egx — e-sa; q Zqj 



/ dx = - B(p, <j) Binet, P. 27. 123. 



)P+9 



/ nt'.-l^! '^•^ = Z' (p + 5) - Z' (<;) V. T. 23. N^ 3. 



+ e-*)P+? 



Page 82. 



