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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
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Y NODSIS
tus impresse. sunt in ratione duplicata chordarum.
chorda plus, vel minus cendatur; scilicet tertio modo, tota
velocitates acquisirae, sunt ut cnnei ejusdem altiendinis quorum bases
ibid.
empore quo percurritur aliguod spatium ab extremo chorda
maxistensa puncto; scire, quantum velocitatis es spaty deccurra-
tur ab extremo chorda minustensa puncto; posiro aegnali vtrinsque
na chorda inaguales, aeque tensa, extremum punctum virius-
ib id.
nque punctum exrremum seorsim ab aliis, sua chordae reductio.
nis spatium decurreret, haud dubie sparia essent ut tempora. ibid.
pitur motus versque chordae, spatia chordarum sunt in dupli-
cata chordarum; es sparia punctorum extremorum sunt et chorda
XY5. Eadem longitudo, e didersa tensio, duobus modis potest considerari ibid.
2161 n potest dererminari tempus totalis reductio-
ibid.
217. Tuxta hunc eumdem motum, determinari potest proporiio totius velo-
218. Determurt pors docitas acquisira a tota chorda, qua manet eriam
coa M sici reCio
219. Chorda initio facile adducitur, sed post difficilius.
X20. Dissicultas illa crescere potest uniformiter.
22Y. In tensione chordarum minor facilius rumpitur quam maior.
ibid.
ibid.
89
222. Luata seeundum tensionis modum de quo supra prop. 30. explicari pos-
sunt proporiiones tensionum.
ibid.
223. Vires quibus tenditur chorda V u In AC, aquales sunt viribus, qui
bus tendiur AB, in AC.
ibid.
224. Pis applicata exrremo puncto A, agnalis esse debet applicata extremo
puncto .
125. Vis quae admonetur puncto B extremo chorda AB, 2t cendatur
in AC, est dupla illius, quae admonetur puncto u, itemque illins
quae admonetur puncto V. extremis chorda V u, et tendatur In
ibiao
+26. Opacium decursum a chorda V u, iuxea secundum tensionis es redu–
etionis modum, se reducente, est ad spatium decursum à chorda AB,
aequetensa, inxta primum modum se reducente, et V B, ad A B.
ibido
127. Vis motrix, qua se se reducit VB, non tantum inest sezmento V B, sed
28. Motus chorda Vu, Tensa In AC est aequalis moinni chorda AB
Ten sae ls 2
ibid.
 Tempora quibus  (, 5 AC, in AB, reducuntur, sunt YB.
B. id est et so
ibid.
130. Determo
X2O. et
sint in ratione excessium tensionis.
212. L
112. Si
excessit  3C
que aeqnalem. initio habet velocitatem.
113. 
X24. et aCC
Vel ei tempora:
citaris acquisitae, per totalem reductionem.
etiam seemento B p.