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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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1
CAP. III. Analysis Infinitorum.
enim inibi assumtis symbolis quaeratur solidum,
Cx A P Z Circa AP rotato aequale crlindro,
cujus basis est circulus radio a 4 seu f del-
exiptus, ac altitudo a5 seu Z, crunt omnia
Bcc
ff2
2r aequalia 2rs unde juxta C ap. II. 5. 13. di-
visis omnibus per 2Y exit hhC = fs v + 2fZ:
jam cum juxra ibi tradita (IF, 8= V e  = d
F5ZC. 2ffZe
exit hhe=
ffZ 2f52
d + B _ hh = + + b3
Onde, f et 2 per quamlibet expressionem
analyticam desienatis, etiam h per candem rel-
DCctivE CXPEIICTE.
Coroll. Hlinc eadem opera constat eatio,
dato cuiliber solido ffZ ungulam truncumque
aequalem constitmendi; tum ec, e converlo,
innumera Colida rotunda ad crlindros, e trunCOS
ungulasque ad cubos reducendi methodus.
5. 43. Ouomodo iam, quae 5. 17. & 30.
CaP. II. circa plana demonstrarimus, etiam
Lolidis accommodari queant, post lerem atten-
tionem in aperto est; alsumta liquidem qualibee
CBBe
622+ cffu c88a
Wspochest, 27 = 27 =
2Y
2 Y
_c. habebuntur, post ejectas (ccundum: 5. 31.
Cap. II. infinitesimas, duo Colida sibi MutO
Xqualia.
Nec
2I