olymmath

NZ-NZMO 2025 Problem 2

    Let ABCABC be a right-angled triangle with ∠BAC=90∘\angle BAC = 90^{\circ} , ∠ABC=70∘\angle ABC = 70^{\circ} , and AB=1AB = 1 . Let MM be the midpoint of BCBC . Let DD be the point on the extension of AMAM beyond MM such that ∠CDA=110∘\angle CDA = 110^{\circ} . Find the length of CDCD .

    Dataset text NuminaMath olympiads. Quoted with source.

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