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PL-OM 1977 Problem 1

    Let ABCDABCD be a tetrahedron with ∠BAD=60⋅\angle BAD = 60^{\cdot} , ∠BAC=40⋅\angle BAC = 40^{\cdot} , ∠ABD=80⋅\angle ABD = 80^{\cdot} , ∠ABC=70⋅\angle ABC = 70^{\cdot} . Prove that the lines ABAB and CDCD are perpendicular.

    Dataset text AI-MO AoPS. Quoted with source.

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