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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 1
# Folio 29v, page id 00068125:0058
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faciet effectum e oppos itam potentiam J I. id quidem
incasu directionum parallelarum, ut uulgo soet
concipi gravitas satis manifestum eot per su-
periora, sed si directiones gravium. L. 8 N. sint
convergentes nempe. L. P, et N Pd. centrumque
Librationis sit. N. quaes iui quandon am pune:
ti alterutrius ut. L d’escensu supposito in ipso
initio aequale sit factum eae des censu in punctum
grave. N. aestimatio aubem, initiorum reducitur
ad methodum minimorum qua perme dudum con-
tracta, facile reperi fore aequilibrium si punc-
ta grauca. L. 8 N. sint in ratione composita ea
directa LP, NG distantiarum a centrogra-
uium. P, Y reciproca ipsarum. L M. N M
distantiarum a centro Librationis. M. jam
porro deprehendi rationem compositum ea-
LD. ad ND8 ex. N M ad L M, esse rationem
M. ad 9 M. ergo si PM. N sint in ratione
Mad GM, seu si puncta gravia sint reciproca
ratione perpendicularium ex centrolibrationis
in Lineas directionum erit aequilibrium. Imo
generaliter reperi eadem methodo etiamsi-
non convergant directiones, sed sint quales cun
que ut. GHS, HeK. ut dum funes. GF. HR. cir-
cumactis exsindrio. F _K. trahuntur fore
aequilibrium, sisint potentia trahentes in F.
V R. reciproce, ut. AC. AD. normales in Lineas
directionis GZ. HIK
LCTIL itagne sipondera inphanis in-
clinatio descendentia impestant brachia sa-
terae inclinata eodem modo aestimabitur mome
ut sipondere.
rtum