Exemplum 7. 

 5. 42. Sumatur nunc Mzzapp et N =r (3, ut in- 

 tegrabilis reddi debeat haec formula : 



(px— y) n " * (a p p x -+- (3 7) n a p . 



Hic ergo erit 



confequenter K=z^—. f hincque II _= K L+ 7 1 * 



ficque formula integrabilis iam erit 



(p x — yf ~ z (* p p x -f- [3 j) (?. p -+- (3)* — 1 a p 



guippe cums mtegrale eft = ~ CL— ^ 3jL. 



Exemplum s. 

 y. 43. Sit nunc Mzip^ 1 et N=i, ita ut for- 

 mula integrabilis reddenda fit 



(p x — yf- 1 (v*^ 1 x -h y) n dj?. ,: 

 Hic ergo erit 



n — Jl 



confequenter K — j, hincque 11 ~ — 2- - 9 



unde formula integrabilis erit 



n — X 



{/? X — j) n - L z (jp x + I i+j) (ft x -I- 1) ~ x d p 

 ______ .___ , 



Nova AUa Acad. Imp. Scient. Tom. XI. D quip* 



