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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 116r, page id 00068195:0231
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a + b +c. aqu X
a 16+5 aequ’y
4+ b +C = X aqu. 0. a + 6+ = y aequ. b
a-x, la- in aequ la + 2lab -ma + nx
fint
1
ab +C = X aequ. p. multiplicetur per La + m bit nic -)
fiet aequequ 4)
et ponatur fa+ gb+hC. = G a qu. 0. mulliplicetur
1. per βat) B + se. et fict. (7)
Componantur aequ. 4. et Z.  ponan
fiet aequ. 8. componantur, et 1 et 2
fiet aequ. 9. et somparatius (quam quam
loco aequ 9. sufficiat aequ. 2) conrparent
aequo Z. et g eaque comparatione inveniantu
literae d. l. m. n. b. et f. 9.3. 9
ventaeque la aequationes 1. et 5 solvent
problema. et X atque p.YI manetum
datae quantitates; imo et unus ex
numeris manebit datus nisi forte
postremum si quid deest comparationi
numerorum aliquemet etia in explicare
volumus, ut panter a. b. c inveniantu
ita enum Nota sufficit considerar
duas literas: a. b. ett invenori lon.
et
F 9. 9cum itemue C, quarum
septem, qtantitatum ogie etium termia
se qscilicet  a. b. ab. a. b comp
habuntur, ita ut credam posse C mane
arbitianana. Ecce generabissimum solvendo
moduu