[ 33i ] 
wL i : ' ft "ft J. R d 
1 i.:c T“ 
/>-f- I . p — j— 2 . Si a' 
p —j— tn --j— i .■ C * p ~f“ vi l.p 7ft + 2.-C’ 
Where denotes 
. /i \ ^ •“'ii c j ',•; v - S\ v.\ , jVi’vv> 
the Fluent of a\-c : &jT'XZ pn ~ I #>when z*'^ .* .> 
mC 
Cor ol. 2 . 
But, if m \ i and p be, each of them, the Half 
of an odd affirmative Number, and be taken to 
denote the Periphery of a Circle whofc Diameter is 
Unity, and +—c be put = 6, then the Valne of ^ 
^or the Fluent of a—bz u \ m x z? n 1 z? when z M =-pj 
■ p+m - * " . " 
will be = — X 
nb p 
(to p~h Falters) X i. l & c: _ t o (m-j -z Falters) 
2. 4. 6 . 8. 10. 12 &c. (to p-^-vt Falters) 
Therefore the Whole , required, Fluent, of 
a~bx n -\-dx 2n -\-ex 3n & , c . | ^ pn x is, in this Cafe, 
equal to the Product of that Expr^ffion into the fol- 
, • o . . - p+i.Ra- _ t p+i.^ 4-2..^ 2 7 
mowing Series, 
&c. Wherein R is to be taken-= 7-, - X 
d l . P e cr P-P+ 4 - H -5 v ^-»+ 4 . 
"r r — 6 : x > 3 r. j 
according to what is above specified; 
V ~ \. P 1 J ' 
X TJj C/!?a 
The'Ufe of what has been deliver’d above will, 
in fome meafure, appear from the Solution of the 
; .. -v. t : two 
;• *ul ' i rl ryfij) i!jod oir. 
