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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 950, page id 851387705:0970
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5C
Y ect
ap. VI.
Delcentui Secundum tangentem OF, (per prOP. Z5. Cap. 2.) non descentii recto
Ei8. 235. in recta Oc. Fulerum rero B, (ut in Hig. 235.) impedic, non cancunt AoraliO.
nem iplius O circa centrum A: Led etiam ejuldem Delcentum Ooliguis secunauu
rectam AOB, cui tulerum A non obstat. Nam, nisi obltaret B tulerum, pollet,
manenre Fulero A, non modo punctum O circa Arotari, sed etiam tocus AB VC
etis deorsum laBi; aceoque pinctum Oferri in moni composito ex momu Rotacia
nis et mocu Vectis Tabenris, cui verique obltat lulerum B.
S vero incelligacur. Nectis AB, non cancum Fulero A. innici, (quo impediatur
Fi3. 237. TOtatio,) el (ut fix, 237.) eum illo lie ligari, auu unco aliafre lic conju
ues etiamsi B abesset, non voller alias, quam circa A rotando, moveri punetum .
alia prodibit ratio. Cuixue jam Fulera A, B, obliquum laptum secundum AB re
Clami aequalicex impediunt: rorationem rero impeduunt in oppolicat uu acata
TatiOne. iBMIBLNL OT1CO
F1s. 238. Sed _ DOrrO, LMMEISaCE, non modo A fuleLM, A c MCTH  Bes elle
comparatas ne non impectiano obliguuur illum sccundum (rectam - A B, Delcentum
Crmo s incellisaruri A B) Vectis exiromo tanimm tuleri B, ansylu, ineugibete:) la
becus rectis limul cum annexo pondere, descensirilsa, obliquo. Rorationem VErC
impedient in ea ratione Fulera qua est Oppolicarum Biltanciarum; (qua COntinUE
rarabicur prout () popius ad B feretur) Focumque quod inter se pacLIUINEK
Onus, nom elt couute Ponderis imposiu, sed ea pars rorius quae deceriitcanda, EriC
ex diminuo descentu im obH9Ga sCct4. D B (AS. 225.) prx eo, qui ellet in O
Derpendiculari (H∞. 1236, d IuXta LeGCS BrOD, 1Z. ∞ ZF. Cap. 2. Tradicas. Puta
quae ti ad cocum ver Cin. A_ 42.) Li R act P F, proprer obliquum descentum in
E B secta nocielt (I HE 236,, duc B. B  ∞, 2A B
a
sit C
dum AOB rectam descendat; (Futero B RoMMI Locationem circa A impediente:)
eritonus tuleri B, ad onus corcus ponderis impolis IM Ca LalC, qua ex 5 ad A
e a ad  componicur, hoc cst, u sa ad R2, (quod lumitet de B probabuur
acque supra probatum erac, in casu proposicions, laltore  ete dd 10.
THM, UE SB 2d. E 3. ) religusC SSCDIO LHLMMEBIC 119079.
Fi8. 239. Si vero, (Fulero B id permittence,) inceslieacur rectis A B, tulero A sic Luspen
di (aliatre cum illo sic connecti) ut hoc solo impediatur Vectis A B, ne sccun
F18. 24
Benique; si incellicatur Fuleri B Facies superior hoviroxcatio, sic ab omni, aspe.
ricate lamaca  Guatris lib peccab Vecti deldonsum Bos A O rectam
permuctas lalcem ut rectis extremum B(rerbi Salla  icu cestabatur.
neque huie obstec aliqua ConneXIO CuIE L sat, L. Uncs, aliqualis. Lalsni, deleen-
Jus puncto Aclctatur: minus proprerea preteus ee o een
sum hon penims impe Ssseireso e Gudius, tuteri A Onus; sed quod
continuo racunt, Paltum Auctum (proplet.  f
parcim Diminutum l Propter majorem rationem dictantia AO ad OB) pTOUE
rectis extremum Bremocius in EIBrecta recro saptum tuerit; dummodo (quod
Hic incelligenidum exiv) Nectis pars Ois iiscellisavur ulera A quancum; sopuS Luerie
prolongara; secus eni rocro labente extremo B, alcerum lunns deset
i Bp AESESES E B3 IL O idMI CLIO
1b1
ec C tuctinebic. uii .d