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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 4
# Folio 44v, page id 00068217:0090
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Caelerum ut progressio facilii, inveniatur ita calculabim
ut non explicemus formas praecedentis gradis, e quas supponimus jam
initio
nventos.  tantum duplicem earum valorem notis, ut  et ) designando
ita Tabulam miventarum fognarum per alias simplicius compositas calculabimqus
set progiessione resterta tum demum ad  expli ad explicationem accedem
ut etiam inveniamus progossionem. Progimum erit ut duplices anter
Doterm, credo facilius
Semper valores quaerendi cujusque formae,
invenire duplices valores, si lubique unam ad hibeamu, aequationem in qua
Inventa hac progressione
ratiamus.
c
ascenditur ad summum gradum ut X5
Calculanda est alia qua determinetur, qud fiat)
formas oqualiter compositas, ut a. ab. a abc ete
ducamus in x- a. ata cilicet ut evitetur puducta etiam non sunt nisiformae
simplices cum X ejusque potentiis conjunctae nec quod producdtum rest rursus
Et hoc vdetur obtineri posse labula escilicef
formarum omnimus per simplices explicandarum nondum repcerta modo
destruatur.
habeatur pro gressio earum per simplices et per compositas inferiores squam
quippe jam inventas supponimus) explicatarum.
N + b X 4 c
X + d X + e
+0X +be X ee
+dX +bdX +ed
+bx2+CX
X + fX + 9
X4 +dgX 1eGX abegX cegu
+N + bd9Y
+cEgX
+0d9 X
+aX Tes AbC FX +cefx
rbex abosx +cdfx
tCsX
+bex tCC X
X idx
+bX 1+bd
+Cx
+CX
+CdX