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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 1
# Folio 83r, page id 00068194:0165
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bfcyc
) Ivenir duos cubos quorum summa
sit cubus.
(2)
b + C3 = d= e bFC. Ergo (per 1et iq lar
fit dividendo utrobique per b+c fit bD -bc + CC = C3 bFC
seu 1: e3= VF 2bc + cc: B - bc + CC seu fiet
1: 23 = 1 + 3bc: b =bc +cc, seu 1: C3 -  = 3bc: b - letut
seu DC seu b abe +cc= 3bc: 1: (3-1
sit 3 =. 3: 1. Ct - 1. et fiet ex 7 per d fiet b sbc +B
seu b = 110. 2, + Y seu b - 1+3: 1183-1 bc + GC =0
sit 1+ 3: 1, eD =1 = O et fiet b - O bc + CC = 0
seu b = L0c+ aC V O1
Ergo 1+ 5-1 debet esse quadratus. Ergo
(4() -1 = (409 + On + hh. Ergo  2 .h - 1: h-
et per 9 et tit S-h - iih - 1 = 3: 1: C2 -1
seu -3: h+ Jih +1 +1 1: C 93. Ergo
1- g~ 3: h + I: h +1 Ejusdem autem
difficullatis est resolvere aequationem 6 et 17
videmur ergs in cipscntum rediisso, nec quirquam