DE MOTV CORfORVM FLEXIBILIFM. 193 



Qiio Cido obtinebimus has acqiiationes 

 - R fin. w =- 2 Xfp fm. - AV+,^^ ( Vcof. 0-i-T fin. ^) 

 -Rcof.u^i 2 A//)corO-AT-l- ;,{;:-; (Vcof.e+Tfm.O) 

 quac fi cum fuperioribus comparentur dabunt : 

 2A/;)fin.0-i-AV-^f (Vcof ^-hTfin.O) = 

 2B/^fm.(J)-BV-H|3^(Vcof(I)-Tfm.Cl)) et 

 2A//)cona-AT+^;(Vcofa-HTfm.^) =: 



-2B^qcof.(p>-\-BT-\-^ (Vcof Cp-Tfm.Cl>). Sk 

 breuitatis crgo w; -|- i — [x ct « -i- i — k , atque ex 



his aequationibus clicietur : 



y. -f- ^v A Bg<7 (m/;». y H-co/.9/if;.q)- Hg) ^ ^^ ^ *'^JF "" ^ 



~ (wA-|-p.B)(j/A-f-«B)-AB(cofCp-i-e)* 



.|AnB'gr2Co/$H-;^AB/f (r.co/.S-f./m.:PJ7n.(^-4-Ji) ) , „ A Y/) 

 ^ -f-;vAB,g(7(mcoj.:l:-f-|;n.l?/;>i.;a)-)-g))T--W/ V J/7COlf 



(wA-t-|xB)(vA-f wB)-AB(cof (p-i-^)* 

 Ex his porro prodibit 



V COf. d) — T fin d) — " " * ^'"•^-^^ ' ^ ^ ^ co/.ff ^-. ;x B/ /.^ A/j» ) ^ 



*^ '^ (w:A-(-/iB)(vA-t-nB — AB(co/.4)-jIi» ' 



V COf ^ -}- T fin. ^ ~ ; H B/»i. f :+- g( - A/P cof.J^Is -^- n B g .; -h v A g 7 j 



( m A -H M. B ) ( V A-H nB) — A B (co/.$-t-ff)» 



His inuentis , dum pundum B per Ipatiolum dz progrc- 

 ditur , eius motus ita accclerabitur , vt fit dv — T d z ^ 

 fimul vcro cius feraita dextrorfum ita infledetur vt cur- 

 vaturae radius exifiat — ^. Deinde alae B C motus ro- 

 tatorius verfus BP accelerabitur in diftantia — x a pun(flo 

 B vi acccleratrice ^ cof.^-^ jm^ ^ ^j^^ autem A B motus 

 rotatorius vcrfiis B P nccelerabitur in diflantia n: i a pun- 

 (flo B \i acccleratrice rr -zlLSL^IjzUs-J ^ ^q^q motus 

 To/n.Xir. B b pro- 



