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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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298
Analysis Infinitorum.
CAP. TII.
RD, 2C k = h = G = TK, erunt Colida inter
SC, Ut 2 f y +. ff ad 2 gh +
d
68.
Coroll. P. Hlocnotetur, Corpora cara Peu annu-
lacia, ex armillis composita per quadratorum in
applicaris consticutorum differentiam exprimi.
Coroll. TT. neC opuS est addi; cum omnia
022C -- cy y e
nia
2 Y
Cint ad omnia
22C - yy e
2 ad omnia
ck k C = chBe
e
Ek C = BbC
utom
3 eNeTO-
lidum annulaFC CX AGF circa AO, ad soli-
dum ex AM O circa AO, uc truncus inferioe
exlindrici basi AG F insistentis aC per AO CC
minormaliter resecti, ad truncum inferiorem in
basi AO M per eandem AO resecti: juxta
5 4. hujus.
5. 2L. Sitjam r ads ratio immutabilis: ac
TCMPEF r: S: : ZZ: yy; crit conoides ex AGO
circa A,O, ad conoides ex AFO Circa AO.
uer ads, juxta lemma 43.
ACSTuerit perpetuo r: 5:: ZZ = yy: hh; exit
Tolidum annulare Cx AG F circa AO ad co-
noides ex t FO circa AO, WE r ads; de
Dosito r= s, erit solidum annulare illud aequale
hinc corpori conoidali.
Coroll. P. Patet hinc, slocaduorum, hoc
est iplorum Z ec y ad arbitrium Cumantur; 10-
cum reliquum, adquem h Fucurum est, hinc
Pate-