i£4 
Mr, Hellins’s new Method of computing 
0-02632,43418,9 
V 
X 
1 
81 
— * 
17 
X 
181 
1 — 
P 
81 
' 
18 
X 
181 
2 0 - 
X 
81 
19 
1 8 x 
jR_ 
V 
81 
__ 
20 
181 
4 S 
X 
81 
21 
181 
5 T 
81 
22 
181 
6U 
81 
2 3 
X 
181 
fiL 
V ■ 
81 
24 
181 
8 W 
81 
2 5 11 
X 1 
"18 1 
0 - 00000 , 00020,9 
0-00000,00002,7 
0 * 00000 , 00000,4 
And the sum of these terms is 0.02701,19108,2 = 6. 
9. To find the value of x 3 *x : + + &c< 
0 18 1 20 ! 22 1 24 * 
zr 
2.r 
22 
2.t 
16 
24 
ad infinitum> or its equal, x 3t x : + •— + 
ad infinitum , which is all that now remains of the proposed 
series, it will be expedient, first, to compute the two initial 
terms of the series, and then to separate the remaining terms 
of it into two parts, as has been done in the preceding articles. 
These two terms are 
X 4 
= 0-07290,00000,0 
^- = 0-04304,67210,0 
9 
Y 
And their sum is 0-11594,67210,0 = 1 $. 
