nis miiiimaE minuatur dcnuo unitate , quod tamdiu re- 

 petatur , donec +''/-(- r -f-/ -(- &c canficiant fum- 

 mam &erunt p, r, j, &c. ita inventi valores 

 veri quEEfiti exponentium ^5/) 



Hoc ut exemplo evadat clarius , proponatur 

 invenire terminum maximum feptinomii 2-[-3-{-4-f-5-f- 

 6 -f- 7 -{- 8 ad poteftatem 6tam elevati : & erit 

 tf — 2, ^-3, ^ = 4, ^-5, ^^6,/-7, ^=8; 

 f;zi6;??i — 7;f/-j-z?/ i — 12; w-f-i — 7;'2!-r^"f"^"l~ ^ "f* 

 + = 2+3-{-4+5+6+7+8=:35. = ^ 



Hinc 



exp. val. prox. val. praef^ 

 2. la 



P < 



f < 



s < 



& < 



35 



35 

 4.12 



35 

 5- 



35 



6, 12 

 35 



7>i^ 

 35 



8. 12 



exp. val prox. val. prscC 



p > 1, o 



35 



^ 3.7 



^ > — — I, o 



35 



47 



r > 1, o 



35 



. >11--I, I 



35 

 6.7 



f > 1, I 



V < 2 



35 



tf > 



V > 



35- 

 7-7 



35 

 8 7 



35 



— I, I 



Unicus hic edejrponens /), cujus valoresprae- 

 lumtivi ex utroque limite coUeGi conveniunt, dando 

 p—o, eftitaque per regulam I valor verus pzzo. 



Keli- 



