^^^- 5 -^^^^ 



fin. 2 



erit fm. ASP =• fin. S/1H= —zzznzrz:: , & 



j/I +OT* + 3njCoI.2i 



J73 + Cof. s 

 Cof. SAH = — rr==r- . Hinc fin. 

 ^i-4-m'4-2m Cof.c 



■ r-HCofs; 



HAE + SAH - M - 



yi-\.m^ + 3OT.Cofc v/ 1 + r ^ + 3 >• Cof 2; 

 finz 



V/i + r* -[- 2r Cofz 

 »j4-Cofz ^^ j( 



V^l-hrw + zmCof^ 



1 -{- nn + J" -h h; . Cofz 



^i + r * + a r Cof z X i/i + »2* 4- am Cof 2 



3. In modbus circnlaribus & hypothefi virium 

 centralium in ratione inverfa duplicata diftantia- 

 rum, velocitates funt in ratione reciproca fubduph- 

 cata difrantiarum a centro virium. Hinc velocitas 

 Planets primarii ( = r) ad veloci tatem m ci rcu- 

 Jo addiftantiam S/^ :: V5^: V5P::T/i+m'-+2»2Cofz 

 : Vm. Eft vero velocitas Satellitis ablolura ad 

 velocitatem Planetas primarii five AE : AC \ : 

 |/I + r» -+3 r Cofz : r; unde velocitas Satellitis 

 abfoluta in /J, ad velocitatem in circulo ad ean- 

 dem diftantiam a centr o viri u m., five N : I : : 



Vi-^-r^ +2r.Cof2;. Vi + w' + 2ffl Cofs: ri/ff », 

 p. A,-_ v7^\^-^z r Cofz .Vl + m^-\-%m. Cofz ^ 



r.Vm 



