THE ORBITS OF THE EIGHT PRINCIPAL PLANETS. 



79 



E =+[9.6231944]Z>"; 



E' = \ 24. 1564259 g \ [8.5847028]Z>" ; 



E"= j 17.569921 16 g \ [9.6375865]6" ; 



F =[7.649909 !]&'"; 



J F'=+[8.9577383]V; 



F"= \ 14.02196463 g\ [0.8407439]&'"; 



F'"= j 37.3444864 gr | [9.4809266]6'". 



4.8216860 }6 i; B t =\g 0.6847655937 }6 i; ) 

 B a ={y 18.667297687}^; j 



Q= { 4.399979444 g j [9.2840950]6 2 ; 

 <7 2 = 1 0.6931042996 </J[9.1824311]Z> 2 ; 

 Q= [0.6939556]6 2 ; 

 C= [0.6942063]& 2 ; 



^=+[7.8267723]^; 

 E^= |44.3630057 g \ [8.2017618]6 3 ; 

 E 3 = \ 0.653197819 <7J[0.7610455]Z> 3 ; 

 ^=4-1:1. 0655652]6 3 ; 



(317) 



(318) 



(320) 



(321) 



^=[7.0339474]^; 



(322) 

 F 3 = .\ 2.805551038 gr j[1.7737962]6 4 ; 



F= J51. 159202116 #j[9.1128486]Z> 4 ; 



j/ 4 47.5409132./+785.54272070./ ) 

 -5234.4038677.^+12012.62971359 j ( 



/ 29.7477885./+176.4527823.</ 2 1 , > 



-334.71804394.^ +146.97863935 j ^~~ * 4 ' ^ 6 ' ^ Xl) ' 



The values of ft a 5 2 , 6 3 , and 5 4 are given by equations (119); and the values of 

 6, V, I", and I'" are given by equations (118), by simply adding log. 

 [0.0107239], to the coefficients of N r . 



Putting equations (323) and (324) equal to nothing, they will give, 



g = 5".46587505; g,= 0".622281636; 



'g,= 7.25377728; g b = 2.76237256; 



g z = 17 .02345660; g,= 3 .7S742019; 



^=17 .79780427; ^ 7 =22 .57571411. 



(325) 



