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TR-MO-R1 2018 Problem 1

    m(BAC^)=140∘m(\widehat{BAC}) = 140^\circ ve m(ABC^)=30∘m(\widehat{ABC}) = 30^\circ olan bir ABCABC üçgeninde, AA noktasının BCBC doğrusuna göre simetriği DD, BB noktasının ACAC doğrusuna göre simetriği ise EE dir. m(DEC^)m(\widehat{DEC}) kaçtır?

    a) 35∘35^\circ b) 40∘40^\circ c) 45∘45^\circ d) 50∘50^\circ e) 55∘55^\circ

    Official text Turkish Mathematical Olympiad, first round 2018 official paper, page 3. Quoted with source.

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