p. Sit n — 5 et m zzz 3 5 ideoque n — m =at 2. 



J. 54, Ilic igitur erit y = /(i + iozz + 5 x 4 ); 



T = 5z+ioz 3 + z 5 ; F=:i4-Z3 et Gzin; hincque 



formula fpecialis 



/* 3z(i — %%f[f(i-±-%z)-±-2gz] 



^__j _ _, . ,. 



(5 2+IOZ 3 + 2 5 ) /(I + IOZZ+5Z 1 )' 



cuius valor eft 



exiftente 



pzzz- et qf_- ■ — • 



|/ ( 1 -f- 1 o 2 £-h 5 * 4 ) ]/ (i -+- 1 o 2 z -h 5 ^ 4 ) 



10. Sit n — s et toz=4* ideoque n—m — i. 



$. 55. Hic igitur eft vzzz-/(i-\-iozz-\-5Z*); Tzz: 

 5#-t-io£ 3 -|-2 5 S F~i et Gzzzz; hincque formula fpecialis 



dz(i— zzf(f-hgz) 



f=I: 



3 



4\4 



(5 z-h 10 z 3 -\-z s ) y (1 -h 1032 + 5 z 4 ) 

 cuius ergo valor erit 



*=-§(/+g)/£^!-I(/+«)/Sftf , 



exiftente ut ante 



1 -+- z ' 1—% 



p z= et q ~ 



/(1 + 10ZZ+5Z 4 ) |/(i + iczz+5z 4 ) 



11. Sit n — 6 et mzzzi, ideoque n — mzzz^. 



6 



§. 65 . Hic igitur erit vzzz f/( t -h i 5 22 -+ 1 5 2 4 -+ s 6 ) • 

 Mwa ^BPa „cad. /wp. Scie/rt. Tom. XZ. H T = 



