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A mathematical geometry problem in the second day of junior high school. Solve. .
O points are OE⊥AB at E point, OF⊥AC at F point and Og ⊥ at G point respectively.

∵ AO, CO is the outer bisector of △ABC ∴ OE=OF, OF=OG (the distance from the point on the angle bisector to both sides of the angle is equal).

∴OE=OG, that is, OB is the bisector of ∞∠ABC.