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# Title: Qua Continentur, Oratio Inauguralis. Mathesis Universalis; sive, Arithmeticum opus Integrum, tum Numerosam Arithmeticam tum Speciosam complectens. Adversus Meibomii, de Proportionibus Dialogum, Tractatus Elencticus (shelfmarks Leibn. Marg. 84:1, Stück 1; Leibn. Marg. 84:1)
# Folio 307, page id 826603459:0353
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e
O AP. 33.
De Proerissione Geemetrica.
BCm
OF Fc; Darotermino maximo, cum ratione cerrmuni, e
Dropreltionis CUMMA; V, R, S; datur numerus cerminorum. I.
Nam per pr. 85. A = VR + S i SR; 2deOgHC PeT PF. 26.
VR +S =SR X = Rd. Ouaerendum itaque quota POTC-
Aa8 daca racionis R, a quatur dacae quancicaci. quixpe ictius po-
restacis index unitace auctus, cA quaelicus numerus cerminorum
-D + 2.
92 Ec; Datis cermino maximo, progrestionis summa, e nu
merocerminorum; V, S, T; dacur communis racio. R. P. A enim,
PeT PP. 90. S=
VRC = V
RC = Rd, ad c09; SREK SRd =VRCL V.
_ V = SRd = SRCFVRC, _ S - V = S= V Rd L RC. C∞.
Jus A. quationis radix R, est communis ratio quae (Ica.
93 Ec, Dacis racione communi, numero cerminorum, d pron
grectionis summa; R, T, S; dacur cerminus maximus. V. FA c.
nim, C uC in Praeced. ) SRCSBd --V RC = V. ErBO
SRC = SRd
Hc
94 PorrO; (uc compendio vtar,) Datis A, V, S; datur T.
l
Nam, Der Pr. 78. S = V = R. EC, Per PE. 18 X = Rd, OuX-
rendum icaque, quoca pocestas R cognicx, a quatur cognit Rd.
uc habeacur D = T = 1, ade09; D L F = I.
95 Idem habecur, h pro A, V, darencur a, H. Nam habetur
R, PeF PF. 79. EC T uc prius.
96 Vel A, X Nam habetur R, Per Pr. 80. _ T, uE priuS.
oy Vel V, H. Nam habetur R, pF. 8c. _ T, uc prius.
98 VelV, X. nempC R, per pr. 82. _ Y, uc prius.
99 Vel denique H, Z. NemPC R, PerPP. 83. PC T, uD
Drius.
200 Dacis A, V, T, dacur S. Nam per Pr. 17. habetK R - 1d.
ErgO Per PF. 68.
Nd  A
1d  = 2. =5.
20n Idem habetur, _, Pro A, V, darentur A, H. NempC