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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 14
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brevem
annotationem in Actis Novemb
p. 514. autor speciminis de momentis gravium
respondit, ut intelligo; primo instantiae objectae hic
non esse locum contra se, quia in ea anguli planorum
nom sint recti in qua consistat nervus suae demonstrationis
secundo frustra negari planacai momenta in planis
v
dectvibus facientibus angulum rectum in unum posse addi ut
componant momentum totale. Nam evidens esse, in unum posse
addi momenta non secus ac pondera, quibus illa aequari demon
stratum sit
Replicari posse videtur ad primum
equidem cessare instantiam, aut saltem esse immitandam
si autor speciminis cadditionem momentorum ad solum angulum reectum
planorum restringat
Ad secundum replicatur, negatum
non esse momenta quaecungum unum posse addi, sed ab autore in
momenta quibus singula plana revera premuntur in unum
d M
unum no
addita componere totale seu absolutum momentum globi nam
id quoque per se patet cum tota vis globi a planis sustineatur,
sed hoc tantum negatum est ea momenta quibus grave planum
ret
alterutrum si cedere posset, propelleret hoc est (in lasussipeset
planorum anguli) mimenta quibus in altero plano declive descenderet
si posset coincidere cum his quibus ipsa plana in casu impediti
des corisus premuntur ac proinde lin unum addita planum totale
pB
conficere. Ut autem eutilitatem aliquam ex hac concertatione capiat lector,
ac
respondendo occupemur
nostram et evidentem
placet primum demonstrationem aliquam brevem, et nec ut putamus inelegantem
Begula staticorum circa momenta incinata receptae subjicere, neque enim
ad manus sunt demonstrationes Galilaei et Torricellii, quas doctissimus autor
speciminis sibi satisfacere negat. Hic demonstrationi deinde sem