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AHSME 1970 Problem 28

    In triangle ABCABC, the median from vertex AA is perpendicular to the median from vertex BB. If the lengths of sides ACAC and BCBC are 66 and 77 respectively, then the length of side ABAB is (A) 17(B) 4(C) 412(D) 25(E) 414\text{(A) } \sqrt{17} \text{(B) } 4 \text{(C) } 4\tfrac{1}{2} \text{(D) } 2\sqrt{5} \text{(E) } 4\tfrac{1}{4}

    Dataset text NuminaMath-1.5. Quoted with source.

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    \sqrt{17}

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