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AHSME 1983 Problem 19

    Point DD is on side CBCB of triangle ABCABC. If ∠CAD=∠DAB=60∘, AC=3 and AB=6\angle{CAD} = \angle{DAB} = 60^\circ\text{, }AC = 3\text{ and }AB = 6, then the length of ADAD is (A) 2(B) 2.5(C) 3(D) 3.5(E) 4\textbf{(A)} \ 2 \textbf{(B)} \ 2.5 \textbf{(C)} \ 3 \textbf{(D)} \ 3.5 \textbf{(E)} \ 4

    Dataset text NuminaMath-1.5. Quoted with source.

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