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# Title: [Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica (shelfmarks Leibn. Marg. 100:1/2, Stück 1; Leibn. Marg. 100:1/2)
# Folio 999, page id 851387705:1019
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l
ostendetur, motum compolicum ex hoc (duobus aequipollence) alque ex eo secun-
dum AC celeritate AC, tancundem esse acque simplicem pel Diagonium Ay cele.
ritate A V. Frso, qui ex cribusillis per Aa, AB, AC, (cum suis respectire Ce-
lericatibus,) componiur; aequipollet simplici per A7 Celexitate A y.
illae Directiones Aa, AB, AC, non in eodem
plano omnes, sed in diverlis; puca, ut cria ejus-
dem Parallelepipedi Latera communi puncto an.
Sulari cocuntia, (quo Calu A7 eric Parallelepi-
Dedi Diasonium;) aut ctiam, Si plures adtue
tuerine Directiones, urcunque ab eodem A com-
muni puncto prodeunres, secundum quas ANIO.
bile feracur. Conttat Iaque propOlitum.
lrop. rII. acutau, eroscuorum.
Idets similuer oltenactur, li intelliganc ces
dC HLDL LO M.
VX de NOribuS per A a AB, AC, aequabilibIS OTECHIA LHHC; LIIIIVer Ollen-
aurem si distimilier.
115. C. le 1eeu e
derencur lieltene illi omnes similiter Aecelerari ret similicer Recardari; non
ROP. YII.
113
Si Mots AquaIS, cum Accelerato vel Retardato componatur; vel
Mocus Accelerari aut Recardari, sed distsimiliter, componantur: A-
lia atque alia linearum species emerset, per quam seretur Mobile,
pro varia compositionum ratione.
Exempli Gratia. Si Nocus Aquabilis, cum squaliter (seu in ratione
Temporum) Accelerato componatur; (adeoque motus acceleratus
in duplicata ratione motus aequabilis:) Latio erit in Curra Par2bA
lica: Et (h Mocuum Directiones sint ad inricem rectae) lonsitudi-
nes emensa, crunt ut respectira plana Frperbolica, Currae et con-
jugato Axi interjecta. 1
Si Mocus squabilis componatur cum Accclerato in temporum ratione
Duplicata (ut hic sit ad illum in rarione Friplicata:) Lacio erit in
Curra Parabolocidis Cubicalis: Et Longicudines emenla, AE rC-
spectirae ittius curra parciculae, seu spatia plana iplis proporcio.
nalia.
Si Mocus Aqualiter Acceleratus (seu acceleratus inratione Temporum)
hoc est, qui sit in Duplicata ratione temporum, cum motu qui sC
in Temporum ratione Priplicata (Pou accelerato in temporum ra-
tione Duplicara,) componatur: Lacio erit in Curra Parabolocidis
SemiCubicalis: FF (sMocuum Directiones sint ad invicem rectXe)
Congicudines enienta, ut respectira spatia Parabolica, Axi et Cui-
ra inlessella.
Simileque in aliis casibus Caleulo decerminabitur.
1
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