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# Title: Leibniz-Handschriften zur Mathematik LH 35, 12, 2
# Folio 26r, page id 00068195:0051
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Erigonometria. ratis  angulis et uno latere
invenire reliqua problema
Es quod ingere problema
B
est quod solvi potest per
geometriam communem. Posito
datis angulis dari et rationem
m
inter sinum et radium. itaque
si in his angulorum cognitionem
Collocemus non opus erit
Tabulis sed omnia fieri
poterunt Geometrice.
sit Triangullum ABC.
sint perpendiculares AF
BG AF. BG. CE.
datur AB ex hypothesi et, ob ungs. ABF datum, dabuntur
et AF et BF. Et ob ducam AF dabuntuar A et
ang. ACB dabitur AC et FC. Denique ob datam
BF et FC dabitur, BC. Habentur ergo AB. AC. BC)
in angulae insideretur
lid comectu
numerus graduum,
x rectarum quae
vran
est, omnia problema lrgonometrica
sine Tabulis solui possunt.