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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)
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s
ab
L. +B. V. DE RLESISTEHLIA CORPORHM
Si vero consideretur momentum sium, sine ve quadraca alricudinum
rarione proprii ponderis; idem pror- Polira Scilicet aequali lacicudine.
tus dicendum est; nam perinde se quod ium saepe demonstrarum est.
habet pondus proprium BF, e BC,
atque si lubduplum proprii ponde-
ris, cum in C, cum in F, appende-
reTUT; e cum BC, e BF, CupPO.
nantur aequalia, crune quoque ap
Pensa pondera, cum in F, cum II
Id, aqualiai igirur momeneum 6,
CTiE ad MOMENEUM E, VE BF, ad BF:
dixi Cupra momencum rarione ve-
ctis, quia aliunde decrelcic moen-
cum in BC, Ccilicer à maiori reli-
sencia, qua balis relistie, ne auel-
larur: Denique idem dico de cylin-
deo, quod de prismate, cum sic ea-
dem verimque racio: Porro obler-
uabis, hic cancum considerari ino-
mencum prismaris inclinari, aduer-
sus basim allixam, seu lectionem
communem, prisimaris attixi, in-
clinari, e muri, cui attixum est
PROP. L. XXYI
Mlomentum prismatis affixi hori-
contaliter, est ad momentum affiri,
secundum planum inclinatum, et
guadrarum sinus torius, ad quadra-
num sinus complementi, anouli incli-
nationis, ratione resistentiae basis as-
4. fiacae: Sic enim prilma horizoncale
Peu quod idem ek rect angulu AFL,
cuius Ba(S AB, MUTO LMI aFAZ2
lic; cum circa A immobile, ita
voluacuE, verran(eat in AP, rele-
Atoque eriansulo F. D A; quod qu-
si inera murum penecranie, Cuper-
est ExapeZIUM AEPC; cui E 2dd2
TuE criangulUIM FPC, equale de
Fracto AED, habebitur parallelo-
eammum ACFE, aequale rectan-
sulo AM; igitur aequalis ponderis;
cuius balis muTO aEIXa CA AF; igi-
de cum momenca, cacione relisten-
ciae, sine reiplae resiltentiae, per-
murando; cerre lequirur, relisten-
eiam basis AB; qua est rectanguli
AHI, esse ad relictenciam ba(IS BF
quae est parallelogrammi AF, elle ve
quadracum AB, 2d quadrarum AF;
Ccilicer rarione batis; igirur mo
mencum AEI, aduersus balim AB.
eA 2d MIOIenEUM AF, aduerluS AF,
Ccilicet rarione Colius relistencia,
non rectis, neque ponderis, ve
quadracum (ub AF, ad quadearum
Lub AB; sed vE AE, 2d AB, ica ad
AD, aequalem AB; X VE AF, 2d
AD, ica AC, ad AK; Cune enim
ACR, AED, aequiangula; cum
anguluS ACK, CE aequalis CAF;
de hic, AFD; igicur criangula AE.D,
ACI Cunc xquiansula, isituE PTO-
Porrionalia; igirur ve AE, ad AD,
ita AC, ad AK; nemmpe AF, AC;
_e AD, AK, Cunc lacera homologa;
isicur re quadearum (ub AF, 2
quadrarum Cub AD, vel AB, ic2
quadracum Cub AO, ad quadracum
Cub AR; Ced momencum AFI, ca-
tione balis, es ad momentum AP,
re quadratum (ub AE, ad quadea-
cum sub AD; igitur ve quadeacum
Cub AC, ad quadratum Cub AK;
isicur ve quadracum hnus corius
AC, vel inclinata, ad quadeacum
sinus complemenci AK, vel hori-
2oncalis.
PR1. Laar1
no omenta, ratione virinsgne
sunc in criplicara ratione, sinus to-
ins,  sinus comprmons, Metara
inclinationis; seilicet aduerins basim
rur cum relistentix respectiux ban assam: sunc enim rarione inclina
rionis