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in Olympiad by (66.0k points)

Let D be an interior point of the side BC of a triangle ABC. Let I1 and I2 be the incentres of triangles ABD and ACD respectively. Let AI1 and AI2 meet BC in E and F respectively. If ∠BI1 E = 60°, what is the measure of ∠CI2F in degrees?

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Best answer

90° + 60° + θ = 180°

∴ θ = 30°

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