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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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Analysis Infinitorum.
CAP.
nem auxerunt, affecti sunt; modo ab cademx-
quationis parte politimancant, e potestates in.
determinatarum, quae considerantur, sint afi-
matirx seu signO + notatX; secus contrarium
crenict.
Duo peracto habebitur aequatio. Pro cujus
libet currae xquationem datam, seu per (c, (cu
per lineas sibi proprias ingredientis tansenti in
veltigandi.
Demonstrationem, ut ex praecedentibus, ita
ex sequenti exemplo quiliberhauriet.
Scholium. Licer enim hic indererminaex continuover
insinicelimas signo + affectas crescere supponaneur, quod
tamen in multis occationibus alio modo conrinsic, ni
hilcamen ofticier; cum aequationem hanc generalem ad
eiICam, Cujus rangens quaericur, curvam restrinpendo.
siona in ordinem cuum sine redicura. Nec in algebra
norum est, equarionem. cujus omnes cermini sipnO +
aftecti sune, nihilo aequalem Racuere, juxtaque cam,
minormam, aliarum aquacionum, quarum sixna variane,
proprierares inreltisare, cujus demonstracionem, cum
ex sequencibus Pacis apparicura sic, hic pleniori discur-
Tu, brevirati Audentes non Armabumus.
36. SIc FIG. XP. CLIEVA ADE, ACC, ANR,
circa cundem axem 1O descriptae, vocenturque
curra AD: 6. DO applicata: y, item curra AC: d.
DC applicata: f. cum eC ON: Z. ee commu.
nis omnium currarum intercepta AG: N. ac de.
Fur aequatio.
ddy X FCCfZ  r + fZ
ua