THE ORBITS OF THE EIGHT PRINCIPAL PLANETS. 



79 



E =+[9.6231944]//'; 



E = { 24.1564259— g j [8.5847028]//; 



E"= j 17. 569921 16— #j [9.6375865]//'; 



£'"=-i-[0.9518913]6"; 



F =—[7.6499091]//"; 



jF"=+[8.9577383]&'"; 



F" = { 14.02196463— g \ [0.8407439]//"; 



F'"= \ 37.3444864— g \ [9.4809266]//". 



B x =\g— 4.8216860 \ \\ B,,= \g— 0.6S47655937 \! h ; 1 

 B 3 =\g— 18.667297687 1 & l5 J 



(317) 



(318) 



(319) 



C[= 1 4.399979444— </ J [9.2840950]/> 2 ; 

 6' 2 = 1 0.6931042996— ^|[9.1824311]5 a j 



C 3 =— [0.6939556]/> 2 ; 

 C=— [0.6942063]6 2 ; 



(320) 



# 1 =+[7.8267723]/> 3 ; 



E 2 = \ 44.3630057— g \ [8.2017618]/j 3 ; 



E % — \ 0.653197819— f/J[0.7610455]/> 3 ; 



# 4 =+[1.0655652]/> 3 ; 



(321) 



F 1= — [7.0339474]& 4 ; 



i?a=+[0.2724895]6 4 ; 



F z = \ 2.805551038— g j [1.7737962]5 4 ; 



Ft= J51. 159202116— #|[9.1128486]/, 4 ; 



o*_47,5409132. 9 3 +785.54272070.7 2 } . * 



—5234.4038677.^+12012.62971359 



g*— 29.7477885.</ 3 +176.4527823./f 1 , 

 46.97863935 j ^ 



—334.71804394.gr +146. 



(322) 



(323) 



=%4, £», Z« Zl)- ( 324 ) 



The values of />„ 6 2 , />.„ and & 4 are given by equations (119); and the values of 

 b, L', //', and //" are given by equations (118), by simply adding log. (1+^')= 

 [0.0107239], to the coefficients of N r . 



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

 q= 5".46587505; £ 4 = 0".022281636; j 



<7,= 7. 25377728 r 

 ^=17.02345660; 

 &=17 .79780427; 



g 6 = 2.76237256; 

 g 6 = 3.78742019; 

 #,=22.57571411. 



} (325) 



