ANALYTICAE. V<^1 



vbi ex binis primis coefficientes M et N ita defi- 

 niuntiir vc fit 



2xV(i — A, X) xVd— ♦x}^ i ^ 



^ — ixVd— 43=) * a:V('-+x) ^ 2 -' 



Ciim autem pro noftro ca(u fit A z:; — s et B n: 5 

 crit 



^ ^ V( i — 4A,') V 2 y </ ^ 



exiftente 



p — i ^^ \, n ;t'*'*"' -1- (jlihi^ A^'*"*"' -4- (2±ii^?±L+) ^t""*"* 



, (n-f.?)(n4-5yn-t-6) ^th-4 i ^^q^ 

 2. 3. ♦ ' 



34.. Huius ergo feriei ^alor , quem ponimus 

 P eft 



ad quod integrale inueniendum ponatur irrs^^ir:!») - jf 

 erit 



P=:/</jk(j'-j'J')j''^-^*-:-'— ideoque 

 p^^j^i^^L^jy.j/" feu 



P = "-^c^-C^'-^)"=S(«) pofito ;.=. 



Bb 3 Tfide 



