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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 342r, page id 00068196:0679
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120V+ in  h_, + 130ry ni fB + 230Vt 1I 126 P+ 00OV
quare quadretur, fiet
tac ponoV
120 Z 10. 21 V3
1.20.
LII. 29W
138. (10. 30V
10.31V
livo
170 P 20. 3vY
20. 31V3
.30c
21. 3 W1
2. 10 11) f 10. 2013
10, 21 V
H. 20-
1. 21∞
2B0. B1 L10. 30V
12. 3iV
2. 2,. 131 [20. 3007
10. 13o1 30V)
A
10. 10. 191 prl l
0. 1
002
20.10.23oVSt 30.130. 2901Y
20. 130. 23] p
20.4V. 30- 7
21. 120. 23B.
20. 121. 231V
21. 120. 231-
21. 121. 230.
21. 121. 231
3a 1. 291 vt2
(31. 131. 2306
31. 130. 230-
30, 13). 231 V
31. 130. 23)
31. 131. 230.
31. 131. 231 s
Haec fomcuta quadrata conferendta Gererali
4000v + 413ov) (25 + 4130r7 1t6 + anov st,2
400 1V 4231V
4 131Y
4002V 4232V)  +132V)
4003V 4333)
400
4133
4121 v
4122V)
4123
quae generalis sigificat specialem factam ex +. P r. KA. XI . X
posilo X = (t4 + sts + 126+. v + av H C
Habemus aequationes sparatitias ob partem rationalem 5
ob irtationalem quamvis 4 in summa
Literas vero assumtitias ob + 2 6 habemus
in formula quadranda 3. 2 + 3 =
in Xe hebe in valcle X sunt
e
121.  (1020. VB
10.21 V
CI1. 2I
f1D. 30y
Lu1. 51
10v
20. 3.p
2l. 31
0 = 10. 30vr + 10. 31V + 11. 31
30
40∞20. 30vv + 20. 31 V F 21.3)
L1. 30
120V L 1I
130V + 131
120. 1B0DP + 120. 13) V. 1. 
121. 130
16v + 11
N. 113bB II. 120 131 8 1 2
10. 10. 19 ). v. 20. 13 (b 10. 12t. 31.
8.121. 130
1I. 21.130-
11. 120. 10.
10. 121, 131V
11. 120. 13
II. 121. 130.
11. 121.131
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