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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 26
# Folio 11v, page id 00067988:0022
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Methodus pynthetica est cuma problematibus problema difficite
soluturi incipimus a facilioribus.
in synthesi per se facili observandum
y
catentandarum
ut tentemus obtinere elegantes progressiones, quibus dabularum compendio
tineantur. Algebra, qua scilicet in cogntum pro cognito sustrimus, est synthesis
quadam peculiaris problematis proposito, fictitia. sunt Resis fictitia
generalis cum quasit generalis expressio habetur res quae quaeritur, ut
in arrvis algebericis communibus.
Analysis pura quae nihil synthe
daagogica en qua semper procedimus per cognitas, vel
procedi eba per incognita retio pempe
reducendo problema propositum
ad aliudfacilius, et hoc ierum act aliud. Talis est Metlodus mea qua utor
cum alia, aequationes reduco ad aequicomposita Elemcum formulas in ob
potentiae redua ad illas in quibus sola rectangula. Ilem cm curvatum
ordinatas resolvo in partes, seu in duat pluresve ordinatas aliarum
curvarum simpliciorum; vel terminos serici, ut pluriam serierum
qiminos, qua facto summam vel dimensionem illarum
Reduco ad
ras simpliciores. Eademue methodo pervenio ad seriem summatrire
quando aliqua per formulam commune exprimibilis datur quando
scilicet unus forum formulo resolvitur in differentiam ducrum Cerminoni
dicnorum ejudem ser
ei.
cognitas est pure synthesica.
Methodus praecedendi per imeras
Mixtio mixta: resitia 
quethem e Cactiones canonice.
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