olymmath

KöMaL 2022 B5273

    DD is a point on side ABAB of an equilateral triangle ABCABC, and EE is a point on side BCBC such that ∠BCD=45∘\angle BCD =45^\circ and ∠CDE=30∘\angle CDE =30^\circ. Show that BE=2ADBE=2AD.

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