olymmath

TR-MO-R1 2024 Problem 1

    AB∥CDAB \parallel CD olan bir ABCDABCD yamuğunda, EE noktası DD ile FF arasında olacak şekilde [CD][CD] üzerinde alınan EE ve FF noktaları için, m(DAF^)=m(BAF^)=45∘m(\widehat{DAF}) = m(\widehat{BAF}) = 45^\circ, m(CBE^)=m(ABE^)=60∘m(\widehat{CBE}) = m(\widehat{ABE}) = 60^\circ, ∣DE∣=3|DE| = 3, ∣CF∣=4|CF| = 4 ise, ∣AB∣|AB| kaçtır?

    a) 2+432+4\sqrt{3} b) 3+333+3\sqrt{3} c) 5+35+\sqrt{3} d) 4+234+2\sqrt{3} e) Hiçbiri

    Dataset text TÜBİTAK olympiad set, Matematik_2024_1.Asama_1. Quoted with source.

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