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# Title: Leibniz-Handschriften zur Mathematik LH 35, 11, 18B
# Folio 178, page id 00068192:0178
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Quantitate Motus seu impetu
NC. 15B
sit mobise Aempore BF,
percurrens Longitudinem A(A)
in temporis BE instantibus B, C F
vesocitares habens quascung.
Br, CG; CH. epOrihMHD
Sprimum ponamus tempils
perplura instantia ic 2 CzC dC
in partes dividi utcunqe ut BIC,
IC2C, 2C3CSC per quarum unam
quam qe duret eadem resocitas,
ut redocitates 1C1G, 2C2G, 3C3G
pertempora B1C, 1626, 2C3C, 3(b;
si fi jam ponamus resocitates
ordinatim in tempora duei utsiant
deinde rectangul a FB 1C, 2G102Cy
2G2C3C, 3G3C e, erunt haecre
tangula inratione compositâ
elementorum temporis & vesoci
tatum. itaq3 (per prop. 6. hie) ub Lon
gitudines olementaresm responden:
tes a mobili A perCurSR RIK, LAZR
ZAZA, ZA(A). Itag, summae rectan-
gulorum, seu figurae scalares,
erunt utLongitudines totae per-
cursae relutiBFiG2G2CadBF. G-
2G3GdPF uttaA ad A(H) V Spatia
quae (per defini. 2. cap. de spatio per-
percurso