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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 115r, page id 00067993:0229
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ponr quia EBH aequal. spatio AD, B CA per artic. 6. t et spatium AB, β3CA aequatur rectems ulo
residuo rectanguli A3B3βD semito recto spatio A3B3 C A, ergo fiet ED)H aequal.  ar - A3b3CA,
sine AB spatium A3 B3C A aequal. ar = rectang. EDBH. Est autem per artic 7.  D3H aequ. DR in 3L3C, ergo
rectanus. QED3H, vel ED in D3 H, vel DR in DBH, aequal. DR in DR in 3L3C et etit A3BECA aequab ar- D
velo r’ in 3LdC. et erit spat. A3B CA aequal. ar. = r in 3L3C, vel A sat. 3 L3 Caqual. a = A3B. CA
erpre  semicicumf. 314159. Aadius T. erunt 18 gradus, pars 10n somiperipheriae: 714159
quemadmodum supra artic. 2. desiderabatur
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et sinus complementi anguli X 18 grad. erit - a +a
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eut asi
314159
28318
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1y0795
184954
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et a, 1 49347938640 et ar. 7
1, 000, 000,000,000
a
314159
219911
Ep Xos (APX