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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 82v, page id 00068193:0166
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Sect. 11I. Cap. 2. De Potentia motrice absoluta.
quoties mensura mobilium communis; (ut potentia transfe-
rendi libram unam velut AB per unum pedem 1A+ B minuto
temporis T, inest mobili ABC bis, et mobili LMNP ter).
Potentia autem totius componitur ex potentis partium; Haqe
potentia tota mobilis ABC est ad, potentiam totam mobilis
LMNP ut numeri repetitionum monsurae communis (2 ad 3,)
id ett, ut ipsa mobilia ABC. L MXP. Quod s mobilia sint mcon
mensurabilia, sufficit pro js assumi commensurabilia tampa
q
rum ab ipsis differentia, ut error sit minor errore quovis dato,
adeoque error erit nullus. Eadem propositio sic brevius ostin
ditur, quia duo mobilia ABC et LMX P aequali velocitate prae–
dita sunt, aequali tempore eardem motu uniformi describent
longitudines (pir def. 2. C. 4 Sect. 2) Itaqe tunc actiones eorum
sunt ut mobilia (per prop. 1. Cap. 1. Scct. 3.) et proind per defir
sic praeced.) potentia erunt ut mobilia.
Nimirum Potentia transferendi duas libras per unum
pedem intra unum minutum dupla est potentiae trangerende
unam libram per unum, pedem intra unum minutum. dis
enim continet potentam transferendi unam litram per unum
pedem mera unum minutum. Loemadmodum et actio transfe
rendi duas libras per unum pedem intra unum minutum dupla
est actionis transferendi unam libram pur pedem unum intra 
num minutum (per prop. 2. C. 1. feit. 3.)
Prop. 3.
Ai quales potentiae possunt movere aequales materia
quantitates, per longitudines diversas, modo longitudinis
motuum sint temporitus proportionales.
Nam (Fig. 10.) si duo mobilia A et S sint ejusdem ve-
locitatis, et A tempore 5 transferatur jur longitudinum 1A2A,
et B tempore C per longitudinim 1B2B, erunt longitudines
tim