Mathematics, 17.07.2019 16:00 mtassy85
Given: quadrilateral mnol with mn ≅ lo and ml ≅ no prove: mnol is a parallelogram. complete the paragraph proof. we are given that mn ≅ lo and ml ≅ no. we can draw in mo because between any two points is a line. by the reflexive property, mo ≅ mo. by sss, △mlo ≅ △. by cpctc, ∠lmo ≅ ∠ and ∠nmo ≅ ∠lom. both pairs of angles are also , based on the definition. based on the converse of the alternate interior angles theorem, mn ∥ lo and lm ∥ no. based on the definition of a parallelogram, mnol is a parallelogram
Answers: 2
Mathematics, 21.06.2019 18:00, CarQuestionl506
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Given: quadrilateral mnol with mn ≅ lo and ml ≅ no prove: mnol is a parallelogram. complete the pa...
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