«M8 ) 4p ( ^- 



ad. /£ = 0,4771213 hincque «=3,0000 

 add. llr — g, 1775798 



//(3 = 9,6547011 



/(3 = 0,4515451 hincque (3=2, 8284 

 //r = 9, 1775798 



//7 = 9,6291249 



/7 = 0,4257209 Iiincque 7 = 2,6651 

 //r = 9, 1775798 



//£ = 9,6033007 



/£ = 0,4011442 hincque £ = 2,5185 

 //r=9, 1775798 



//£ = 9,5787240 



/£ = 0,379074.0 hincque 6=2,3937 

 Hinc iam patet iftos terminos continuo magis ad limitem z 

 conuergere. 



§.23. Ne qnis autem putct hoc aliter effe euenturum ; 

 fi ipfi ct valor parum tantum a 4 difcrepans tribuatur , euolua- 

 mus cafum ce= 3,99 et calculus fequenti modo fe habcbit. 

 /a = 0,6009729 hincque « = 3,9900 

 //;=9, 1775798 



//(3= 9, 77855*7 



/(3 = 0,6005548 hincque(3 = 3,986t 

 //r = 9, 1775798 



^7 = 9,778134^ 



/7 = 0,5999770 hincque7=3,980 8 

 //r = 9, 1775798 

 Atla Acad. lmp. Sc. Tom. I. P. I. G //£ 



