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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 339, page id 1066518432:0367
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DE VERTBOS ET MIOTEBOS CORBOROM. LTB. II. 339
PD. ID L DT. Px = AO. DO + AO. 00; subductis igItUE PD. DY e
AO. DO, remanebit PD. IB L DT. px = AO. 00, ductisque singulis
parcibus in AO; HICE AO. PD. 1D +. DI. AO. pX = AO. 00.
TI. AEqui AO. 00 = PD. DNT. Da, cum omnia PD. DN. Da CInE
(Constr. ) =AO. DO; item (5. 49T. nUM. YT.) AO. pX XQUatUE PD.
Da, Vel AO. DT. pr =DT. PD. Dd; erso, subrosatis his raloribus
in postrema aequalitate num. I. hujus, invenietur PD. AO. ID L PD.
DI. Dd =PD. DNT. Dd, e, applicando singula membra ad PD, AO.
iD + DT. Da =DNT. Dd. Adeoque omnia AC, 10, id eAt, AO. TD L
Omn. DI. Das id eCL, arCa AT D == OmnibuS DN. Dd, (CUAECK AMIND.
EA proinde AO. TD + ATD = AMND; atque adeo (5. 584.) CuF-
ra ATR eA scala resistentiarum mobilis in curra ADB cadentis.
TII. Lodem modo probatur LF. 10 = F I. Px aequari AC. O0 atque
inde, UE aNtO, INFCFCtUF CNC AO. YF =OTF =OMNE, aC Per
consequens (5. 584.) curram CTK Scalam resistentiarum aeris mo-
biliin curra BF C A(CCNdeNEI OPDOSITARUM. PFOPECRCA CUIEVA ATRIC
est scala resistentiarum aeris, cum corpus in curra quacunque ADB
descendic, atque dehinc in altera BF C ascendit. Ouod crat demon-
Atrandum.
C OR OL L A R T U M T.
590. Celeritas mobilis, in quolibet currae puncto D acquilita, cA
V(2AQ. DT), atque relocitas eidem mobili per arcum currae BI
alcendenti residua in E erit Y (2. AO. F.Y) quorum ratio ex supe.
rioribus (5. 484.) Patis constat.
C O R OL L A R L u M II.
59r. Ommia Parallelexipeda PD. DNT. Da continentur in Lolido
quodam MAVN, cujus singula sectiones plano BAV rectae plano-
que MAV parallelae, sunt rectangula PDHI. Planum enim ANSB
super plano V AB crectum concipiendum est.
SOROE E A R F U M TIL
FiS. 134.
592. St Sa CCentus loorus Libe cn fo occmalias u
NINS erit recta transiens per B, angulumque MBA, Cemirecto xqua-
lem continens cum linea AB. Propterea solidum praedictUm MAVN
erie cruncus l0s. micus super bati ADPV interjectus plano V AB
alii-