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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 A 7
# Folio 6r, page id 00068220:0011
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# Lines: 35 recognised, mean confidence 0.88
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orte non quaerenda est
posita X aequ l+ m + n+
et data X + qX + rX +. +x + vaque
non quaerendr est aequatio talis
120
15
10
laequ.
ut lope aequationis quadrato quadra–
ticae habeatur pure; sed ponendo
tres literas l.mani quia jam
aequationem Sti gradus aliquam
per duas partes comprsm ponendo
La  61 4 a aequ. 0. resolvimus
ideo quaeuomus 15 per aequa
forte sufficit aequationem qua aliqua
trium literarum ipsi X simut
qualium invenitur, Vex data
quadrato quadratica haben per
aequationem quiati gradus,
resolubilem per duas partes
suppositas. Ponamis ergo
nonualorem ipsius
l
sed ipsius 1 25fl + 5fs l (aequ. 9)
haberi posse, per aequationem aliquam
inferiorem, seu ipsius 9.
25
2o
1
0
20 + n B 4
9 6 3
10
6 4 2