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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 1
# Folio 7v, page id 00068154:0014
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de celeritate mobilis vi centrifugat
ex Tubo expulsus quamplano
horitontati agitur
node
sit ue leocur
guter aequolaterum
alus
sint cum sint ine
cintrifuge ipsus globiG
in duplicata ratione cilcu
cationis, et reciproca radim
CG ciculatio antem
sit in ratimeradii, erunt con
tus centifugi seu impressione
a circulaioe in ratione rdi
e contatum pereatsau
Ergo si nsipereursu
suit ex CG H velve
 tionas
asolicitationes cen
inifugae sint GI parillelae inter
seerit CI recta
maray
tiangulum CG1 esse rectamalum
aquilaterum int sa et sit
parabola CVV, cujus langens
verticis C, sit CG, odinula
ejus GV aer dimidim latus rectam
AB multiplicata aequabitur
 tiangulo CG). Sed quia
mensurari solum debet igit.
2G1I (1) (G) sei ZR 1 G
hinc per iF duatur puratele
ipsi  et FV in  AB
aequo cut ipsi YR 1G.
ergo lam
adiiss
a
a existentit
R CG, Velocitates acquisae
erunt FV. (et spatium
percurum 5sc. 2B tempus e
insuculum +, velicitas V
consut esse ds ut V at. jam
V sunt ut F Y. At FY sunt CGE: AB
 C8: AB est autem cG.  eq
CG = 5+ CQ. ergoCU sunt ut
5+25. CQ CQ - Cqu). Ergo
ds ut 55+25 at. seu dtut d5: 15+25
ergo tempora habebuntur per quadra-
iam Hyperbola ex spatus percursis