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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 241, page id 1032977698:0263
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d
CAP. V.
Analrsis Infinitorum.
24
DI= D X 3 uC _ 5V = 3, +, = 2X = X4
continuando hoc modo, donec randem ultimu
XCL Facta BF = 7, 3, = 9, 6, = 10, 5, =: 11, 4,
=A 4. Porro intriansuloBF Z, ducta CT,
fat CF = YF; item in triangulo ZD ML duc
ta ML, 12, FIat D, 12, = D M; SIC de iH
triangulo II X N ducta W, 14, Fiat X, 243
= X N; _ sic in cateris. Tandem Facta LC
7, 12 3 NeC nOI L F = 12, 23, = M, 14,
in reliquis idem continvetur, donec FIaEuIL
1NI23 GL = 253 8, = 16,9, = 17, 10 = R 11.
vocatisq. BT, ZMI, ML N, Temper: 2; de
BC, dc T +2, UF X MI, 14, Perpetim 15
Seguentes se Pandent PEoprictates.
T. RCCd F I QQUABIEUE CUEVA AD F: cum
IK X A4. KS _ Z4, SY _ ZX _c.
continuo ex hypothesi aeguientur, _c ex partium
xqualitate rororum xe qualitas lesitime inferatur,
quare _ recta EL crit omnibus W, PeuCUE
VX AD F.
II. Recta B A, hOc est BZ + YI + MX
EC. aquabitur omnibus 1.
TIT. Recta BY mensurabitur per omnia a
IV. Adeoguie intcora tangens BL aequalis
exit omnibus, it + a ex quia omnia it Xquar
THIE CUIEVX AD F crit recta B F aqualis Cur-
VX AD E + omnibus a SCUreCtX BF,
T. Cum aurem lincolae A, 2L; L1, 10; 20,
9; 9.