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# Title: [Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductae] Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductæ (shelfmark Leibn. Marg. 149)
# Folio 258, page id 1032977698:0280
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258
Analysis Infinitorum.
AP. V
 seu circumterentia circuli, cujus eadius et
2a Tcu k, aut distantia centri gravitaris figurx ab
aXCMOTUS.
5. 7. ANumatur jam sccundum Colidum ani-
nulare = P; ex Figura, cujus circumrolutione
senicum eAt, (it = 8; dictantia cemri gravitatis
sipurae ab axe rotationis =h; erir Colidum hoc
secundum ad solidum primum, hoc cA, p ad5
8
0
uti r ad r, quare shg = pfk; unde A
tres exponantur rationes Tolidi ad folidum seu,
sadp, tigurx ad Eiruram seu f ad 8, ec distantix
centri graritatis in primâ Fgura ab aXcMOTS, ad
similem dictantiam in secunda Peu l ad h, Cx
corniris duabus cognoscitur terria.
5. 8. Hinc si truncus quilibet ant unsulae aut
ulteri trunco aequalis supponatur, multum ope-
ex in quibusdam cuerilineis quadeandis conte.
ret, Ei centeum gearitatis cognitum (IC. AP.
plicatis enim (FIZ. L. X.) ad cundem axem A0
RD: f,
h, de
P: e, erit truncus interior crlindri-
ei basI A F C inISteMIS, dC PeF 4O Cemi-
normaliter relecti, aequalis omnibus
qui supponatur aequalis omnibus
5 C + ffC
 Teu un-
sulx seminormalirer per AO relecti estindeici