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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 15
# Folio 14v, page id 00068139:0028
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anli sine
97
m
quasi sinus complementi
differentia sinuum reluondente
a
t (quibus simus
complementi respondent, ut )2 ad 1Z. itaque sumatur
si
: A2: Ay Is similiter aB: de.: A D)
erunt eB. aA et intermedii, ut quasi sinnum Gx, C
uli
Aca et intermedictam incrementa, seu ut lacrementa
ceseritatum vel imnetunovi. Et ut est
Gd ad 43 ita erit impetus nova cordae
dardiore absoluto tempos ut c  quaesitus, ad impetu
novumin mompnto  impressus ad impetum novium
chordae celeriori eodem momento impressum
Quoniam autem impetus qui dhoidae imprimitur
dinit in progressu motus est  uncetum tempore
promento , est ad impltum impressum ab initio
ut spatiam lotum percuriendum est ad spatium percurrendum
residuum Manifestum est componi rat diversis
chordis inter se allatis rationes impetuu aliu
dV. 8h aliquo momento ut e impressorum
componi tum ex rationibus spatiorum percurrendorum
MEDM: tum ex rationibus tensionum:
C852 tum ex rationibus ensionum, hinc
fiet: tens. min.: tens. maj...
Est autem . 83:
et 
Bd 7C
ed
et pi aqu ps A  aequ V3 fer aequo a in 
collectis
d: PW. Z: 5 
a(EDe aequ  rectanus 3(3d aequo aβ in Bd
ens. min
alquadr: aß quadr.
Ergo omnibus enalogiis in aequationem
fiet
B, ut ibclementa
quasi sinuum, vel
nuencellelitatum
movi
seu ut rapem
 seu tensionem
ten
qua
a