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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)
# Folio 252, page id 1032977698:0274
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252
Analysis Infinitorum. C AP. V.
Coroll. I. HIoc Caltem hinc nocum est, data
quariscurra AFL aliam AD E inveniri posse.
cui recta aequalis dari potest.
Sit enim in curra AFI applicata FG: Z, d
Tubtansens N G: k, ipla GT normalem curVX
FY detiniens: l, intercepea AC: f, inAnire-
CIIA FK = GP: 0, KI: 8, FI: 1 5 exit ob
triansulorum FCB Cx F FI similitudinem,
FI: F F:: C B: C F, TCU N: B + 5 + W: : n: 5 = a + 19
unde, rejectis rejiciendis per lemm. 10. erit
5 pe
B +5  . Scd _ TC: 6F:: TC: CB, hoc cA
l. 2:: 2. n 3 Unde 1  
151
= B, (NaM TF, B: FG, l:: FB, I: GF: 4,)
unde denuo =
bZ1 + 52+
B5
B0
2 Cnam TF:
EG:: FI: F K,) quare, s jam alia possit inve
mI aequatio intiniresimaS, i ec o involvens,
utraque earum elideretur, hunc intinem, ap.
Plicata GT in GF, _ VB in VM; doncc
per puncta L. ec M deleribi poNIEnOr2 CUEVZ
EUEIUM LR = GV = 0, e MR = 1.
6 Crit
03 jam
ex pastum notis est XC: C L:: L R: RM; seu
5::: 0: 1 = 0, unde 10 = 5i 50; Gua X9ua
eio ealdem cum superiori intinicesimaS continet,
Tuare