532 
ME. B. GOMPEETZ ON THE SCIENCE 
where the equations may be considered 
and therefore, putting XL^+M^— CS*=Q,, we shaE have 
The operations for Xe, X^, X^s, X^^, and X//!», X;', the logarithms of the constants in the 
general formula 
— A.X^'o} 5 
are as follow : — 
For Xs, \Jc, _ _ 
X^£=XKi=2-96666, X^£^=XK,=2-76477 
— X^£=2'96666 
X£=r-79811 
X^£=2'96666 
X^g-X£=X^=r *16855 
k= -14742 
For X^^, X^s, 
XLo = 4-00000 
M„ = -09505 
4-09505 
-4-07239 
Jc= -02264 
X^^=2-35526 
For XjW/, \v. 
XjM/-j“ 90Xi'=XQgo 1 
X^-j-100Xv=XQioo j 
0=3-93197 
XL^=3-97621 
12 
Og*=3-93179 
k= -14042 
M_=^= -09505 
12 
-13518 
4-07239 
4-06697 
4-07126 
4-06697 
^s*= -00429 
X^^g*=3-63246 
-X^^=2-35526 
X^g*=T-2777 
X^g=9-3264 
Xfc2-35526 
XL9o=2-15229 
M9o=1-74908 
3-90137 
Cg®'>=*'3-73138 
;XL,oo= -95425 
Mioo= 4-91349 
5-86774 
Cg'®"= 3-70336 
XQioo= -33421=Xp'‘>® Xp^®” 
XQ9o=T-23042=Xp9“ X;^^®® 
l-10379=Xv^® 
Xj^=-110379 
Q9o= *16999 Qioo=2-15888 
And we have 
0=3-931968; €=-99942; XC=-59461, x€=l-99974617; 
^=-4742, X^=I-16855; X£=l-79811; ,^=-015522, X^-^=2-1824; 
6=1-01247, X6=-005318666; ^o=l-0286, X^?„=-012252, XX^o=2-08822 ; 
X^g=7-25104, X,g^=T-43767; 
A=83-418; |M.=@1978, X/-/,=ll-29631 ; v=l-2894, Xj'=-110379; 
