154 SECULAR VARIATIONS OF THE ELEMENTS OF 



ir 



For the root g b , we get, 



g & = 0".6735122; 

 A & =+ 1.237 18A 6 /r 

 A",' =+1.133973^' 

 A 6 " =+1.110407A 6 /r 

 A 6 '" =+1.05043A 5 ' r 

 N 6 r =+0.964612JV 6 ' r 

 N b T ' = 0.937483iV 6 /r 

 A r "= 9.79928^'" 



For the root g 6 , we get, 



g 6 = 2".9236175; 

 Ae =+ 3.57518^ 

 JV 6 ' =+ 2.06480JV6 7 " 

 A;" =+ 1. 84969 JV 6 /F 

 JV 8 "' = _j_ 1.285565^ 6 /r 

 JV/ =+ 0.816008^e /r 

 N e "= 1 



N=+ 2.16794iV 6 /F 



For the root g^ we get, 



<7,= 25".9459i26; 



AV = 0.0466848W/ 

 A"," = 0.432476^/ r 

 A," = 1.466224A,"' 

 A" T F = 2.491 785^'" 

 A T r/ =+0.1093547JV/ 

 A T F// =-i-0.0122059AV 



log. 0.0924317; 



" 0.0546030; 



" 0.0454822; 



" 0.0213676; 



" 9.9843526; 



" 9.9719633n; 



" 0.991 1943. 



log. 0.5532976; 



" 0.3148787; 



" 0.2670992; 



" 0.1190940; 



" 9.9116944; 



" 1.2824678n; 



" 0.3360471. 



log. 8.6237552n; 



" 8.6691754n; 



" 9.6359617; 



" 0.1662004?i; 



" 0.3965106; 



" 9.0388375; 



" 8.0865696. 



25. If we now substitute these values in equations (408) and (409), we shall 

 obtain the following quantities: 



For the root g= 5".1262710, we get, 



610397 



y=+ 



1587285.2 



14044917 



10 



10 



Whence /3=21 1' 11".9; log. A"=9.0833149. 



A =+0.1211476; 

 N' =-(-0.0148742; 

 A"=-f0.0106545; 

 A"=+0.00212865; 



N' r = 0.000025246; 

 A" =0.000032062; 

 A r/ =+0.00002813; 

 A m = -1-0.000000697. 



