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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 306r, page id 00067993:0613
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2
Y +b + 1dd = 44.
WE1 +B, = a4- b
Lrab = aa - b
Y
es
17 + 21 =44 - b
2Y = aa - b - 14
1s 1r+25b = aa D in 17 +2.
 1s +2b = aa - b
∞. Ya 1stb.
 1r+ bC IS =  b
1+ 15 1V=4- b
FLLH
Quadal Rexnguarm livcuto ciocum scuprum est inecrptum irpuri dupri et ded ejustatus est eudus cumtsipli
 cum teragoia inscriptu sit radius, puingatur chordae extretua centro fiet Tlum aequilatium cu camus radius pruus altie
anguli aoscripti cuque radius sit 1 Y erit celtitudo Vli elatri
no b est dimidum trianguli interenti laberis ab ac ti
e triquud insiteti ergo aptum ejus seu A4 12 + est latus Hexagoni crcumscripti. 
2 +.
1200
b
quaduplicatio et uit 14. ert ng. de -1 seu R93 Lau
4+ 13 - 14 = 4 - 12 = 2 ey 23 eq 12 A4 14 31. + Ag 129.
4 14
omplu eri seu R9 12 Latus Hexagoni ns
4 s68 
cumstripti
8, (2. 76. 18
64
V9
e
1 b1
4 9 7 7 9 13 10
4. 9. 16. 25. 2 eg. 64 31 100 111 144
4 5 16 7Y c. 9 10
11
5ers 016. 10, 55. 5. 444, 4. 1608, 6.
429
B 4 5 96
1
1id
X
aiof3
18