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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 14 (shelfmark Lh 35, 4, 14)
# Folio 1v, page id 00068011:0002
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2
Datio Aiquationib
122.2. 2+ 133. 3, 3+ 123. 2. 3+ 12.2+ 133+ 19∞0. A.
222. 22+233. 3.3+223. 2. 3+ 22. 2 + 23. 3+24 ∞0. B
sonatur 2.2∞2, et 3 quantitatem ece
cognitam, erit:
A 122. Z + 123. 3. 2 + 133. 3. 3∞ a
+ 12. + 13. 3
+ 14.
B 222. 2 +223. 3. 2 + 233. 3.320.
+ 22. + 23. 3
+ 24.
Hababinnus ergo tier annotationem
sirimam
2∞ 223. 3+22. 132. 9.34 13. 3+ 14 - 123. 3+12. 233. 3. 3+ 23.3+24.
222. 123.3+12-122 2233+22.
2∞ = 222. 133.3.3+13, 3+ 14 + 122. 232.3.3+23. 3+24.
EEr. 123.3+12- 122. 223. 3422
Dive, poritio 122
2∞ ce - b5
bd- ae
2∞cc +at
bd - ae
123. 3+12
∞ a,
∞ b.
133. 3.3+ 13. 3+14 ∞ c,
222
223. 3+22
NE.
∞ c,
233. 3.3+23. 3+24 ∞ f,
jam vero quoniam 2 pocitta rit ∞2E,
erit iprian valor etiam ∞ quadrato
valoris dicti 2, idcoqu
af- cd quad. ce - bf
Bd - ae quad. bd -ae
sive at cdqiad bd ac bd a
sive at - cet quad. ∞ ce - bf. 6d - ae
vel at - cdquad. +6f -cc. 6d - ae ∞0. F
et subit idutis er nunuerit
 32. 2F2L tta. quad
122. 233. 3.3+ 223+24. 222. 133. 3, 3+13. 3+ 14. quod. +,
222. 123. 3 + 12 - 122. 223. 5 + 2E. 123. 3 +12. 232.3. 3+ 23.2+ 24 - 223. 3t 22. 133. 3.3 + 123124 ∞ 8.
velesio
Quae aequatio, si non compendiore ecriban
tur, erit ut sequitum
e