* = I (/+ «)/,4^ I - (/- s)/^. 



exiftente 



__ i-f^ et o == x -=^. 



ii. Sit rc =: <> et w = i , ideoque n — m~s> 



6 



J. 8p. Hic erit z; = / ( i +- 1 5 z 2; +- 1 s-z 4 +- z 6 ) ; 



F~ H-10ZZ+ 5 2 4 et G zz: 5 z •+- 1 o z 3 -+~ z 5 , 

 hinc formula 



o. /-^[/(i+IOZZ+^V g(n+IOZ 3 + Z ? yj 



(i-zz)/(i + i5zz + i5z 4 + z 6 / 

 cuius integrale 



* = 1 Cf^ isJ/££ - 1 (/- s)/'fi> 



exiftente 



1?. Sit n — 6 et m=2, ideoque n — m — 4. 



6 



J. 90. Hic erit z; == ]/ ( 1 -f- 1 5 2 z -4- 1 5 z 4 -+- fc 6 ), 

 F zr 1 -+- 6 % z -+- z 4 et G — 4- z (1 4- z z); 

 hinc formula 



2 /*d z [/*(* +6zz + z 4 ) + 4gz(i+zz)] 



=/■ 



6\o 



(i Zz)]/(l 4-15 Z2+-I5 * ' -t~ '* ) S 



cuius integrale 



» = 10+ s)/£?| - i (/- «)/£%. 



ex- 



