IN PHYSICAL ASTRONOMY. 
65 
Calculation of r l5 see p. 57. 
log. n, =5-1328751 
log. w =5-5279013 
9-6049738 = log. -4026928 
1 - n L= -5973072 
n 
— Ki-Ko-hb 3 ^=- 1-48315 
«/ 
— - — 6, , = - -041075 
a r a > ’ 
log. -041075= 8-6135776 
log.^-Z3 = 0-7761940 
n 
8-8373836 = log. -0687676 
2 
- -1375352 
- -441045 
log. 1-48315 = -1711851 
log. — = 9-4732982 
a r 
9-6 444333 = log. -441 045 
- -5785802 
a~ 
— = -297371 
a r 
- -281209 
log. -28 1 209 = 9-4490293 
log. 1-5973072 = -2033884 
log. -4026928 = 9-6049738 
log. 3359-4 = 3-5262617 
3-3346239 
r, = - -0001301383 
similarly r 2 = -000556924, 
3-3346259 
6-1144054 = log. -0001301383 
log. a = -7161007 
6-8305061 = log. -000676871 + 
Laplace has .... -000676876 +p. 120. 
r 3 = -00005809, r 4 = =-000015045, r b = -0000049785 
Calculation of the coefficient of sin (n t - nfi + £ - s,) in the value of X. See 
p. 59. 
2r, = — -0002602766 
•0000204702 
log. -0002398064 = 6-3798601 
log.^Ufi =97761940 
n 
6*6036661 
— =8-8373836 
log. 3359-4 = 3-5262617 
5-3 11 1219 = log. -0000204702 
5-8038801 see p. 49. 
2-4075461 = log. 255 591 minus. 
Laplace has . . . 255-5917 the sign omitted, p. 120. 
In the notation of the Mec. Cel. vol. iii. p. 120. 
n = rc lv , n l = n y . 
MDCCCXXXI. K 
