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# Title: [Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductae] Bernhardi Nieuwentiit Analysis Infinitorum, Seu Curvilineorum Proprietates Ex Polygonorum Natura Deductæ (shelfmark Leibn. Marg. 149)
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Cap. III. Analysis Infinitorum.
nimirum Fic. LVT. linca D O ut SUPE2 = 7.
t
Frat continuo, ut. b ad h ita y ad 3, quae si 12-
tuatur in MO, normalis Figura AOF, erit
B13
completum parallogrammum OMID = b:
quod siducatur in intinitelimam OP seuc, Ori-
cur parallelopipedum Colidi hujus infinitelimum;
cum caerera exira hoc parallelopipedum extantia
corpulcula juxta lem: 20 ex calculo crancscant.
Hloc autem perpetuis his parallelopipedorum
aesresaris constatum Colidum AOF C B ejus eA
propriecatis, ut quaelibet sectio, rectangulo
BOFC Paralleta, Faciac parallCIOBFALMIUI
hyy
MODT TeI 6. quod momnisse susticiae, cum
e hoc principii locopro Currilineorum mensir-
ris Catui possit; quoniam rero ungulae simpli-
Ciores Forsan visa fucruE, iis porius insistere
voluisse reometras rero est simile.
5. 9. CUM a_FeM PIC. LVTP. trcmci engulx
ve basis AOF jUXta SUpCrIOTA, NON LAHEMIM
respectu AO in FraDCZIA DO P. F, verum ecC
respectu OF intrapezia DC L F dividi potest.
constabie, hoc suppolito, ungula trimeutre
AOF V Colidis teapezio DGIF insiltentibus,
Juale cA DGTE AISKL.
Mmod ut Calcuto exprimatur, SIaC IX: 5,
J: J: X