*&* ) 41 ( SS- 



7/e = 9, 6166220 



/£=10,4136396 hincque e:=:2, 5920 

 //rrz 9, 2457379 



//4=9,6593775 



/4 = 0,4564335 hincque £=2,8604 

 //r = 9, 2457379 



//11 = 9,7021714 



/vj = o, 5036993 hincque 11=3, r893 

 //r = 9, 2457379 



//5 = 9.7494372 



/0=0,5616140 hincque 0=3, 6443 



§. 6. Hic ergo termini noftrae progreffionis a, (3, y,^ ete. 

 tam lente increfcunt , vt dubitare queamus, an non ad certum 

 quendam limitem conuergant; verum quia poftremae differen- 

 tiae manifefto incrcfcunt , neceffe efl , vt ipfi termini tandem 

 continuo vltra crefcant , vnde concludere licet , limitem , 

 quem quacrimus , infra \ fubfiflere. Examinemus ergo fimili 

 modo cafum r = ±, atque incipiendo ab a.~\ calculus fequenti 

 modo procedet. 



/a=o, 1249387 hincque a= 1,3333 

 //r = 9, 0966972 



//(3 = 9, 2216359 



/(3 = o, 1665850 hincque f3= 1,4675 

 //r = 9, 0966972 



//y = 9, 2632S22 



/7 = 0,1833505 hincque y— 1,5252 

 //r = 9, 0966972 

 Acla Acad. Imp. Sc. Tom. I. P. L F //£ 



