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# Title: [Idea Totius Encyclopaediae Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea] Erhardi Weigelii, Prof. Publ. Idea Totius Encyclopædiæ Mathematico-Philosoph. hoc est, Analysis Aristotelico-Euclidea (shelfmark Leibn. Marg. 106)
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Cap. 4.
Partibus.
invenire; in ZOSiCIS: datis duobus medium terminum invonire.
Definitionem rei invenire. Priori modo genvinum demon-
sracionis eAt subjectum; posteriorinuda Calcem ut subjecti
sictocius demonstracionis, est inseripeio sen cirulus.
5. 8. Melioris isitur doctrinae gratii licear (nam in ver-
Bis faciles unt Analreici modo dere conster) Prahlema dice-
cipsam inrimarionem daracum ouxsironnde complecten-
rem Cermanis eine ufgabes guaetum ad solvendum nsoban tionis ac
Reras, cum in Colrendo, racionibuspro ec contra ponderatis monstratita
donec genuinus inveniacur procedendi modus, hincinde
Quasi rencilacur: ut Prablomanis solario seu costruaio, que pre.
cerdaca modurei determinatiru loco subjecti coplectitue,
GF. ipE Enrsucror intar praedicaci comperere concipirur, st
ipta Propostio cenvinum des
nste
l
arionis subjedtum
5. 9. Cui quidem accepcioni Farent phralesilla: Pro.
blema solvere, constituere _C. FCt enim solvere. Problemanihil
aliud, quam assisnare certum e scienciticum procedendi
modum, ut ex datis ad operacionem requisiris quaesicum de- quid 3
terminecur, adeoq; subiectum Propolitionis demonstracira
cacenus complentur, et deco sic inteoro quaelicum demon.
Atreeur. Constituere vero seu formare Problema heniticac at. constitue
fectionem. daram astignare Tuo necoru dennnu n nag orn i. C. re quid E,
primo subjecto seu patienti ad perfectam ejus rei demon.
cracionem obcinendam: vel quaesicum problematice sicpro.
ponendum sufticiencibus instruere datis, ad perfectam ejus
nodi Colucionem.
5. 20. Ucantem non ex quoris ligno fIMercuriuS; ita
nec quodrisqux sicu decerminari poresnisi datis susticienti- Possibite.
bus quasi fundamencis sic instructum. Sic in Trisonome-
aria biserium quibus quodris absolritur criansulum puca
lacerum ec angulorum, eria semper ad pertecta ejus solutio.
nem pexrequiruntur didouera, nec uno salcem aut duobus
ab (olure daris religua per demonstrarionem innorescunt.
Sicucisitur in nonnullis Theoremacibus enoueror cognolei
nequic, nisi ro i sueror sufficiencer sic ed rectrictum, ur s quis
anXic
Et propOsi
Droblei
solbere
enoblena