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# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 313, page id 845634801:0319
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=845634801&page=319
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 49 lines, status machine
# Lines: 49 recognised, mean confidence 0.84
# Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German.
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# After the first blank line: the recognised lines in reading order, one per line.

Si MV.
Vett,
secuI
srUII
C, et
asivil
ii 8
610.
aeUI
Dacum quadraro. cubum adtectumiacunctione suacu pate sub
latere et dato coefticiente plano. plano; multa vero plano lolcilub cubo
 dato coefficiente plano, relolvere.
Hac aurem in opere restiturx Analyseos Machemaricx abMHIBCLTACtATA _ ExPOLICL
lunc. Ouare quaerenti Adriano licet sive in Ccomerricis sive in Arichmeteis latistacere.
adscito nempe eo, quod ad supplemencum Geomeerix inducendum fuic. postulaco da-
bicur in exposico diaprammare circum ferencia C F. Er eodem opere cramas duplicato
dabicur circum Ferentis CC, acque adeo recta qua ei subrenditur. In numeris, qualium
Cemidiamerer AC r. calium recta C G quXe sica fIF ,00, 36030
Dato aurem cermino authenca, Ceu clastico, danrur reliqui vixinei duo plasii, Unde-
m s placet, ad alam sinistram cla sici. Cndecim ad dextram urpore hac methodo.
Duoniam in circulo cujus diamerer Z AC daca circumfereneia C. D imperata est secari
quadrasequincutariam, Duod opus
duplici continua crilectione, ac un2
demum quinculectione est ablolu-
cum, lraque daca est CC quadragel-
maquinta pars datxe C D. Produca-
eur CC in a polica C. a ae quali qua-
deagelimae quinex parti circum feren-
ciae corins circuli. Supersunt ioirur in
circumterentia FOTZ quadraginca
quatuor quadragelimae quincae. Ita-
que a puricto a prosrediendo cis eno-
perae ad punctum C Cumaneur cie-
cumferenrix riginci duo equales,
quarum ideo unaquae que sic duabus
quadragelunis quineis aequalis. EF TUN-
DaB, BY. 7d, dE EC, Cn, nd, di, 1. un
am Pev, vEs, EOn OH, 2p, P0, 8F, W, v
X. XC. Ex puncta quidem undecim
B, Y38, Cy 5, 13 d, 13 X, X COnHSEnE
unius lemicirculi circumferenria. ReliguA verOu, V, E, B7 X, P, 8, 2, 0, , L In ciecum-
erenria semicirculireliqui. Subrendantur inpriore semi- circulo Ca, C B, C.7, C.d, Cc.
5. Cn, Cd, C Cx, Cn. A que subrendaneur in posteriore CX, CD, Cv, C+, C0, C P
 Co CE. Cv, Cu. Dico lubrenlasillas esse binos undenos, de quibus monui, cerminos.
dest, dico de iis lingulis propolitum a Romano quadrage quincusectionis Problema,
odram varium ee ambisuum non senistC argVUE ca, quae tanquam solura prorulie,
templa, posse in ea de qua specialirer quaerit hyporheli, non alicer quam de primum ex
ibira C. C, explicari.
R E S B O N S Y N.