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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18C
# Folio 107v, page id 00068193:0216
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De Motu difformi seu accel. vel retard.
Exempli cauta. si tempora sint in ratione velocitatum multiplt
cata secundum rationem?, seu in ratione velocitatum triplicata
subduplicata, seu temporum quadrata (+2) sint ut velocitatum cu
bi (∞3)
tunc ad moenuendas longitudines ea velocitatibus querati
in linea suprema (quae est temporum) numerus 2 notatus signo
5), et in columna sinisterrima (qua ett velocitatum) numerus 3
notatas signo (V) et in cellâ notata signo (L) utrique (5) et (V
L qui significat longitudines per-
cursas etse in velocitatum ratione multiplicata secundum numerni
s, seu etse in velocitatum ratione quintuplicata subduplicata, hor
ett, quadratum longitudinum esse ut quintana seu sardetolida ve
m
locitatum; Et generali theoremate, si sit +. ut vm fore l. ut
m+n, seut ut vm +n:n. Patet autem ea imopectione, Tabula
secundam habere eosdem numeres cum prima, sed inverso situ
si velocitates pro temporibus ponantur et contra.
Tabula tertia ostendit, quomodo data rationo longitudi
num percursarum ex ratione temporum impentorum, etiam velo
citatum acquisitarum ratio habeatur ea ratione temporum m
pensorum.
SiB. MI.
Tempora.
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