Libr. II. Sect. II.

202

log r sin ( v' — v) = 9,74942 , log r sin ('v — v + 17 0 7' 5") = 0,07000logr sin(n—y ) = 9,8^729, Iogr sm(e —v + 1 7 7 5 ) = 0,10700vnde eruimus

— v = i4° i4' 62", log r = o,55865/" — v"= 18 48 55 , log r = 0,55887

Denique inuenitur log (/i 01) = o,oo426, log (/2 12) = o,oo5gg, log (re 525) = 0,00711,atque liinc yalores correcti ipsarum P' , P" , (/, Q"log P' = o,o5g4 4, log (4 = 9,60574logP"= 9,97219, logQ"— 9,6 9 58 i

quibus liypothesis secunda superstruenda erit. Huius praecipua momenta ita sehabent:

c' =— 7,67820, log d' = o,o45756 re

/=+2,21061, log </'= 0,126o54

»' = 2,o55o8,z' = 25° 47' 54", logr' = o, 546747

»"= 1,94290 ,z = 27 12 25, logr"=o, 55 9 5 7 5

C t = v — -0 = 17 80

/ — v = i4° 21' 56", log r — 0,554687

/' — /'= 18 5o 45, log r'= o,534564

log (re 01) = o,oo4559 5 l°g (« 12) =0,006102, log (12251=0,007280

liinc prodeunt valores denuo correcti ipsarum P', P", Q', Q"log P' = o^o5g426, log Q' = 9,604749log P"= 9,972249, log Q"— 9,6 97 564quibus si ad tertiam hypothesin progredimur, numeri sequentes resultant:c '=—7,67815, log d' =0,046729/2c"= +2,21076, loge/' — 0,126082.-v' = 2 ,o 5255 , z — 25° 48'14", Iogr' =0,546655»"= 1,94255, z"— 27 12 4g, log/ = 0,559276C G =0 —-0 = 1784v—v = i4°21'49", logr = 0,554522v “—/'=18 5i 7, log r'"= 0,554290

log (2201) = o,oo4563, log (/212) = 0,006106, log (/225)= 0,007290Quodsi iam ad normam praeceptorum art. praec. distandae a terra supputantur,prodit:

p' = i,5655, p" = 2,i3i 9