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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 139, page id 00068192:0139
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positio 5
Potentiae mobrices abseLutae
sunt ratione composita ex simpli
ce mobilium es duplicata veloci
batum ves ex simplice mobilium
Haupaicata Longituainum per
quas mobilia exvirtube potenti
arum suarum inbra tempus aat
bum uniformiter sese essent branstabu
ra.
Sint mobilia ABC∞L L. MI earums
que velocitates C D vel 2C. 2C, e
MTIveL LMZM; ajo esse poten
tiam mobilis ABC ad potentiam,
mobilis L. M in ratione compositur
mobilium ABC &LM, e quadra
barum velocibabum seu esse potent
dias ubrectangula iA 1C 2C1D8 2L.
IM ZM.N quorum astitudines.
sint ut mobilia AC, L. M, bades ut
vedocitatum quadrata. Nam si
mobilia sint aequalia utique
potentiae sunt ut quadraba veloci
habum a deo que in ratione composi
tamobilium hoc Loco aequalium,
Jarum (
et at quadratu velocitabum. Sin
sinmobilia
D
Libram bribusminutis pertres-
pedes ber conbinet actionem (N).
transferendi unam Libram uno
minuto per unum pedem; Nam
quibransfert bribusminutis per
bres pedes, (in motu sci Licet unifor
mis aequidistributo, ut subintessi
gimus) is primominuto transfer
per unum pedem se secundorursu
etertio tertia vice; Actio autem.
quae a Liam actionem ber praecisi
repetit utiq ejus tripla est; Nam
ee
botum. briplum est partis, qua
ae
ter repebiba botum componibur.
Igibur Aebio (L.) branspe-
rendiunam Libram int intra
unum minutum per Longitudi
nem triplam seutrium pedum
Noncupla est actionis N Brans
ferendi unam Libram uno minut
per Longitudinem simpLam, seu
unius pedis. Cum enim Actio1
sit tripla ipsius M,  Actio M
sit tripsa ipsius N, erit Actio T.
noncupla ipsius N.
Porro Doses Sia trans-
ferendi sunt ut actiones transferent
uniformes