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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 30
# Folio 19v, page id 00067992:0038
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cum
evitantur, quia lex homooencorum inter exa
sit
mina eat culculi.
Legem
Habeo et novam homonencorum a me introdu
itam pro calculo differentiali A summatorio
ubi pter potentias et formas paulo ante positas
Cadax1
oocurrant differentiae. ex. caa a cax homovenea
dxdx
A
C
est cum d dx seu quadratum differentiae primi
oradus homooeneum est eum rectanoul ex diffe
rentia secundi oradus dueta in equantitatem
nolo quia esta profundiora nondu satis mt ellis
Porro les justitiae etsi minus necessaria sit
tamee non
quam lex Homooeneorum aminus entilis
non tantum enim piscroit ad calculi examen
la
ulterius et exquisitius, erroresque alias facile
dit
tas
quod de una quantitate pcalculum vep
pati sumus de alia statin seribendi sine cal,
bn
ordinariam facto. et hanc in rem regulam ponam exponentis faclores seu productores mis
assionavi deneralem sed cui hoc loco nnorari
S
et possunt, initio hujus tructationis
press
ap
1.
culo, ex principiosimitotudinis seu ejurde rei
6
est autem ces justitiae vel comunis orbus lite, a2bc2d, Friquaternionibus a b c d&tc et ita porro
ris calculi propositi, vel tantum quibusdam Caetera formae leges justitiae non observant
es
inber se et
est
si
qualt
irbus literis ut in formulae a
et y3+ ZXy + 2X2
e
X
+ 2 X y2 + 2X32 + 2y2Z +2y32 +5xy2 Cuce
Ubi soleo maono calculi si
libendo nam hanc formulam breviter ita