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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 30
# Folio 9v, page id 00067992:0018
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C
Algebram
A cum ii 4 ad 
solesant
tosam discendam accedunt
jam intelliom Strithmeticam; hinc compde
Algebram
uti possumus poeptis Arithmeticae ad fperiosam
translatis. Quemadmodum q linouam aliquam
veluti latinam jam tenet. Grammatica ejus
mutatis mutandis utiliter ad alias linovas praese
tim coonatus discendas uti potest
n
c
a materia sensibili
)Praterea notandum e oes scientius abstracto
seu mere rationales habere aliquid analooum.
looicae eoqu mavis quo maxis sunt abstractae seu
quasi
viciniores Lovicae, ita ut . Looicae quaedam utem
tes, ut vuloo loquuntur, censeri possint. Quid enum
aliud aount quam quod rationes oenerales m
ducunt in materiam.
quemadmodum multis.
et gindid Hobbius etculii Looicam illustrare ten
laverunt similitudine computi ipreque Aristote
3
les im Analyticis Mathematico more locutur e
An vicissam et multo quidem reetius Mathesis
praesertino universalis adeoque Arithmetica e specio
tanquam
plgebrasa Fractari possunt p modum Loeica, tg. si essent
ut
Logica Mathematioa et ita n esse
sive Logistica, Logistia eu bu comcidat
Mathesis univerialis et Copica. Mathematico
unde et _Logistica nostra  nomine Analyseos Mathematicae passim venit,
aute
In Looicasunt Notiones, Propositiones Arou,
mentationes Methodi. Idem e n Matho
Analysi Mathematica universali ubi sunt quantitates, veritates de
quantitatibus enunciate saequationes, majori x su fiet 4+6 = 10 Et, si X (it 3 tuno dex
tates, minoritates, proportiones) aroumentatio XX + 6 = 5X fit 9 + 6- 15 Plures autem in coonita
enaloriae etc
nes (nempe operationes calouli) et deniq hujus valores, seu psentis, aequationis radites dari
methodi seu artifici processus quibus utimur ad quaesitum investi d
jandum,