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# Title: Leibniz-Handschriften zur Mathematik LH 35, 4, 14 (shelfmark Lh 35, 4, 14)
# Folio 2v, page id 00068011:0004
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p22. 122233. 233. 2. 2.22+12. 122. 238. 213. 2. 2. 2+ 122. 233. 233. 4. 22+ 12. 239. 233. 24. 2 + 223. 233. 14. 19∞0
+ 12. 12. 232.233. 4 12. 233. 233. 14.
2122. 233. 233. 14. = 12. 133, 233. 24.
- 122. 233. 233. 24.
= 22. 233. 233. 14.
- 133. 233. 14. 24.
- 133. 233. 14. 24.
= 12. 22. 133. 233. = 12. 133. 233. 24. + 13. 13. 233. 24.
-2a2. 133. 233. 19.
- 122. 133. 233. 29.
= 12. 22. 133.233.
= 222. 133. 233. 14.
+ 222. 253. 133. 24
- 22. 139, 233. 34. - 13. 23, 233. 14.
+ 22. 233. 133. 24. = 3 25. 133. 24.
+22. 133,. 133. 24. + 23, 23. 133. 14.
+ 13, 123. 233. 24.
+ 13, 123. 233. 24.
= 122. 222. 133. 233.
= 122. 2. 133. 233.
+ 222. 222. 133. 137.
= 222. 123. 123. 233.
= 122. 123, 203. 233.
= 222. 223, 123. 133.
+ 122. 223, 223. 133.
+12. 122. 233. 233.
= 122. 22. 133. 235.
= 12. 222. 133. 233.
= 122. 22. 133. 233.
= 12. 222. 132. 233.
+ 22. 222. 133. 239
+ 22. 222. 133. 233.
+ 22, 123. 123. 233.
+ 222. 13. 123. 238.
+ 222. 13, 123. 233.
= 12. 123, 223. 233.
=422 123. 23, 233.
= 122. 13, 223. 233.
= 23. 133. 22. 223.
= 13. 133. 222. 223.
= 222. 123, 23, 133.
+ 121133, 223. 223.
+rT2. 133. 23, 223.
+ 122. 133, 23. 223.
+ 22 22. 132 189.
+ 22. 13. 13, 233.
+133. 123. 24. 24.
+ 222. 133. 133. 24. - 123. 23. 233. 14.
+d. 13. 123.233.
+ 128, 123. 233. 24. = 13. 223. 233. 14.
+ 22 13. 323. 233. = 12. 13. 23 233.
+222. 13. 13, 233.
L123.228. 11. 233.
-122. 13. 23. 233.
= 123, 133, 223. 24.
= 22. 13. 133, 223.
= 22. 123. 23. 133.
- 222. 13. 23, 133.
+ 133. 223. 223. 14.
+ 12. 23. 135, 223.
+ 12. 23. 133, 223.
+ 222, 133. 23. 23.
= 13. 133, 223. 24.
- 123. 23. 133. 24.
= 22. 29. 13, l33.
+133. 23, 225. 14.
= 12, 123. 23. 233.
= 12. 13. 223. 233. + 133. 23. 223. 14.
+ 12. 23 23. 133.
Datio.  quationieus.
1222. 2. 2. 2+ 1233. 3,3,.3+ 1223. 2. 2. 3+ 1233. 2. 3,3+ 122. 2. 2 + 133. 3.31123. 2.3412.2113.3+14 ∞0. A
2222. 2. 2. 2 +2335. 333+ 2223. 2. 2.3+2233. 2. 3.3+222. 2. 2+ 233. 3.3+223. 2. 3+22. 2+23. 3+ 24 ∞0. B
ponatur 2. 2 ∞ x et 3 quantitatem erre cognitam, erit que.
1222. 2. d + 1233. 3. 3. 2 + 1333- 3. 3. 3 ∞0.
+ 1223. 3. X + 123. 3. 2+ 133. 3. 3
+ 122. X + 12. 2+ 13. 3
+ 14.
2222. 2. X + 2233. 3. 3. 2 + 2322. 3. 3. 3 ∞0.
+ 2223. 3. ∞ + 227. 3. 2+ 233. 3. 3
+ 222. X + 22. 2+ 23.
+ 21.
3
porro, rit
1222
1223. 3+ 122
1233. 3. 3+ 123. 3+ 12
1333. 3. 3. 3+133. 3. 3+ 13. 3 + 14 ∞ d
2222
2223. 3+ 222
2233. 3. 3+223. 3+22
d q
2333. 3. 3. 3+ 233. 3. 3 + 23. 3 +24 ∞h
et habebimuo
A a. 2. X + c 2 + d ∞ 0.
+ b. X
B e. 2. X + g. 2 + h ∞ o.
+ f. X
∞
c
 es
a. 2. X + b. a + c. Z+ 40
a. 2
= c -
2
= c. 2 - d
.
C