Menelaus' theorem
noun
Men·e·la·us' theorem
¦menə¦lāəs(ə̇z)-
: a theorem in geometry: if through a triangle ABC a transversal is drawn cutting the sides BC, AB, AC (produced if necessary) in the respective points p, q, r, then the product Aq×Bp×Cr is numerically equal to the product Bq×Cp×Ar
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