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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 596, page id 779782283:0682
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596
DEZSTOL YR RCFAFVS II.
ponderis, momenta aduertus diuer- cantum habeatur rario ponderis ap.
(2c bales, Cune in compolira din vensi. momenta ad bales, Cunc in
Manciarum, ec relistenciarum, per- criplicaca distancrarum, permuran-
mucando; V. 8. GIEDL, dupla CL, do; cum enim bales sine in dupti-
sic BF applicaca, quadracum huius,
est ad quadracum DL, ve BA, 2d
AD, id cst ve 1. 2d 4. igieur ratio
distanciarum est =. relistenciarum,
permucando, 2. igitur compolica
3. Ceu 3. isicur momentum pon-
deris appens in L, ck aduersis ba-
Sim AD, 2d momencum ciuldem,
aduersus ba(im GD, vE9. 2d 8. a(-
Cumatur vero distancia RL, Cubqua-
drupla LD, _ baliS KFI, qua eAt
ad AD, VC 7. 2d 16. Pacio distantia-
rum est = relstenciarum permu.
cando  isicur compolica 2E
isicur maius est momentum pon-
deris appensi in L aduerlus basim
TIK, quam aduertus DA; liceE (IC
maius aduextus DA, quam aduer-
sus CF: tsinC E reperiatuE pun-
ctum R, ec erigacUE RS, ITa VELR,
sic ad T D, ve quadracum RS, 2d
quadeacum AD; aequale est ino-
mencum aduertus RS, ec AD; quo-
modo rero punctum R, sic inve-
niendum viderine GeOIerrE: Cex-
rum est DR non procul abesle a
media proporrionalis inTeT DO, DL;
s vero habeatur rancum proprii
ponderis racio, momenra lune in
racione compolica ponderum, di-
Ranciacum, ec celiccenriarum pei-
mutando; eodem modo probatue,
quo Cupra; rem tancum ad caleu-
los Leduco; sint bales AD, FC, 1a.
rio ponderum est = est eniim ALD,
ad FLG, vE 21. ad 5. Fario distan-
riarum =. reliscenciarum PerImU
rando . compolica erit 5
Octouo, si allumatur planum
cata distanciarum; e rehctentia, in
duplicara balium; cerre relistenriae
Cune in quadcuplicaca dicanciarum;
ex qua si racionem simplicem di-
Ranciarum derrahas, vel porius per-
muces; Cuperest exiplicata distan-
EiaEUM, V. 8. FF, eA ad L M, in du-
PlICaTA AF, AMI, id est vE 1. 2d 4
Led resistentia BIL, est ad selisten-
EIaM EF, ve quadratum LM, 2d
quadratum EF: igicur ve 16. 2d 1.
isicur momentum aduerlus EF, C2.
tione relistentie, est ad momencum
eiuldem ponderis appensi, in A VE
1. 2d 16. Sed est quadruplicata AF,
AM, id eAt 1. 2. Ve vides in his nu-
meris 1. 2. 4, 3, 16, aE MOMenCuM
aduersiis balim NL, est ad momen-
cum aduerlus FE, rarione distancia,
VE AM, ad AF; id est in rarione
= igitur A ducas eationem qua-
druplicaram distanciarum, perimu.
tando, Ccilicer in simplicem en-
tionem distanciarum, =. habebis
racionem . vel f. hoc est rriplica-
cam distanciarum, permurando; idem
dico de omni alia bal: _ vCLO
hoc penicus singulare est huic pla-
no parabolico concauo, cuins axis
muro aCtXUS CA, VE IOMENCA PON-
deris axpensi, sine in criplicara di
canciarum permurando: idem di-
ces Ei plura plana, Cimul iun
SaMEME.
NIono, s vero habeacur cantum
racio proprii ponderis. ciera omne
pondus appentum, momenta dd-
verlus singulas bales, Cune aequa-
lia: equidem Calileus adinuenie
arabolicum concauum, AML, cu. calem corporis houram, cui, E Pon-
ine ais Lot, iE atinus uTO, A dus appendatur, aequale momen-
Cun