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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
# Folio 202, page id 779785487:0260
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P E ZSICA YR ACT. III.
AB est tempuS, quo minor chOr-
da decurrie Cuum (patium, _E AF,
rempus, quo maior luum decurric;
iGIEUE CCIMPOTA FUNE rE Chorda-
rum aequecentarum, et aeque-
cxaltarum, longicudines; igi
tur in. Tubduplicara Cpaciorum:
nec enim acceleratio accipi po.
rest in criangulo rectilineo AP LI,
in quo Ccilicet aequalibus, tempo-
ribus, acquiruntur xequalia velo-
citatis crementa, led in curnilineo,
PUTA AFO, in quo relocitatis cre-
WeNE2 CUNEIN BH, RO, FG, haec
aucem vera d legicima demonstra-
rio, ex cerrisumis principiis dedu-
eta, de qua nihil est quod amplius
dicam, cum res ipla per sc l0.
quarur.
S C HOF.
Tam Fere raria est motus acce
lerati prooressio, quam diuerla A-
surarum genelis, seu planarum
leu Colidarum; ve ramen aliquem
ordinem Caruamus, duo lune po-
issimum accelexaTi MOFUS gCHeTA,
2d quae reliqua omnis Facile reuo-
cari possunt; primum cAmOrus
nacuralirer accelerari, per aequa-
lia relociratis momenta, aqualibus
temporibus acguilica; lc in trian-
F15, 4b. gulO APHI, AF CA FCIMPHS, FIL
velocitas acquitira, FALI, Spatium;
_E CeIPOTO AB acquiritur veloci-
EaS BE, EE FCIPOTE AF duplO AB
acquiritus velocitas FEL dupla BF3
idem habceut in priEmarE cuIUS
eis. 17. BBsIS AFC, altirudo AC, in quo
velocitas inirio supPOniEUE A C13
tempus AF, velocitas acquilita, re-
etangulum CD, sparium, torum
prilmma, in quo eadem est pFOpOE-
eio planorum parallelorum rectan-
ulo C D, quae dinearum in pIX
dicto rriangulo, ve paret; lub hoc
aurem genere morus lune infiniexe
Species, nimirum in planis incli-
Matis; eum enim in IIS IOEUS AIE PE
linea sub eadem alcicudine permu-
tando, v. 8. lic perpendiculum
BC, inclinata BA Cub eadem alri. Eis. 40.
tudine, mocus per BC est ad imo-
EII PEF BA, VE BA ad BC, ve suO
Loco demonstratu est; (IE AVFeI
B A dupla B C. _ redcamus ad
triangulum AFEI, in quo FC HC FiS 460
Cubdupla FFI, ducatur AO; in hoc
eriangulo FAC haberur progrel-
Sio morus per dictum planum in-
ClinaEUM; CTIEGHE AF FCIPES, FCE
velocitas acquilita, e AFO Ip2-
tium; idem habebimus in prilina-
te cuius ba(IS sIE AOF, alcicudo Fig. 47.
AB Cabdupla A C; alEerUM verO
senus es inotus accelerari per in-
equalia velocicaris nometa aqua-
libus remporibus acquilita, idque
dupliciter, nimirum, per maioca
e per minora, primuns ad rem no-
Aram non FaCIE, _ viX In COrpO-
ribus illud reperies; sCcuS vero
aliud in quo scilicet ita velocita-
EIS IROIEMER IIMIBTLIMEUE, VE FaH-
dem acceleratus esse delinat; V. 9.
Sctriangulum AFFI e Lemipara Fig. 46.
bola FAG, CVIIS 2XIS SIE FG, FaH -
genS TTA, CFIE A F FeMPIS, FC
KO, BNF, velocitaS, area (patIUI;
in principio MOEUS A, es cadem
velociras, cum A LI SIE TanGCHS;
decrelcir vero, re vidos; na
IuXta primum genuS mOTUS, Fem-
Pore AB, aCgnITIEHE. velOciEAS
BE; at iuxta secundum, acquiei-
cur relociras BH; idem dico de
aliis axi FFI parallelis; ac proinde
FCIZPOLE A F, quod cA mem(UCa
morus accelerati, iuxea secundun.
SCnUS, ACquirITIE (PATIUI FCPEX
Cenracum
52