68 



SECULAR VARIATIONS OF THE ELEMENTS OF 



Putting .equations (285) and (286), equal to 



= 5".4982776; g t = 



1= 7.4032880; g b -- 



02=17.0209128; g<- 



3 =18.0158003; g,-- 



The equations just computed will now give 



For the root </, we get, 



0=5".4983682; 

 A' =+0.04574900A 

 A" =+0.02849177A 

 A* =+0.004428614A 

 A /r =0.00004876604^ 

 A" = 0.0000436362-7A 

 A" =+0.00001885617A 



nothing, they will give. 



0".616692122; 



2.7279047; 

 = 3.7201830; 

 =22 .4614832. 



(287) 



For the root g we get, 



^=7". 4040670 ; 

 Ai' = 0.807831 7 A; 

 N* = 0.6055137JV, 

 Ar = 0.10224573 Ai 

 Nf =+0.0004271000^, 

 =-i-0.0004419796JV, 

 = 0.0001073512JV, 

 ^, m = 0.000004540672V, 



For the root >j 2 , we get, 



= 7.637284JV 2 

 =+ 



N t ' v = 0.0011 16683# a 

 N t * = 0.006781928JV 2 

 2V, W =+ 0.0004152514# 2 

 N 2 r "=+ 0.00003050897^, 



For the root 173, we get, 



8 =18".0158631 ; 

 JV 3 ' = 8.466438JV; 

 N a " =+10.65257^3 

 N a m = 26.00480 N a 

 N 3 ' r =+ 0.0005716405^ s 

 NS =+ 0.007478025^ 8 

 N a "= 0.00041568153T, 

 ^ r "= 0,00003086801^, 



the following values : 



log. 98.6603816; 



" 98.4547195 ; 



" 97.6462679 ; 



" 95.6881175n; 



" 95.6398476n ; 



" 95.2754534; 



" 93.5437656. 



log. 9.9073209n; 



" 9.7821240n; 



" 9.0096452n ; 



" 6.6305296 ; 



" 6.6454022 ; 



" 6.0308069n ; 



4.6571202. 



log. 0.8829390N ; 



0.8702282 ; 

 " 1.1714047; 



" 97.0479297/1 ; 



" 97.8313532; 



" 96.6183110; 



" 95.4844276. 



log. 0.9277008; 



1.0274544; 



" 1.4150536n; 



" 6.7571230; 



7.8737870 ; 



" 6.6187606n ; 



" 5.4895086rt, 



