[ 560 ] 
V 
9 
V / — i 
VII 
9 
. J 3 P , 9 b s 
ia ~ b P -\ — , 
2 3 2 - 2 . 3 - 4-5 
*P + ^ + r^r + 
13^ 
vr 
V 7 — I 2 -3 2 - 3 - 4-5 2 . 2.3 
GV. qfr. 
rv vi iv 
From whence the values of P, P, &c. G, Q_, 
&c. q , y, &c. may be eafily obtained, in terms of a. 
s>* . ; 
I -|- X l _ , X 1 
Hyp. log. - 
i XX 
G = fluent of hyp. log. - 
II 
1 being = x + — f- f_, 6?r. 
3 5 
I + • . A* 3 | 
is — 
x' 
x • *• &C. 
G = fluent of-G = ^ + — + — , &c. 
x 3 5 
III * II v 3 *.S 
G = fluent of - G = * + — + — GV. 
&c. 
&c. 
3 5 
e?r. 
10 . 
By writing, in the firft equation in the preceding 
article, - inftead of a*, we have 
Hyp. log. 
1 + T 
I 
x 
= r>4 - — + — , &c. 
3 5 
But the hyp. log. of 
1 
1 A* 
is = hyp. log. 
«*• 4- ily 
= hyp. log. 1 + hyp. log. V — 1 = -j- b -f 
1 -f- *1 
hyp. log. T ± 
it 
