SOLUTION: ----------- ----------- ----------- ----------- ----------- ----http://www.algebra.com/tutors/__create.lesson?content_action=create_content&topic=Geometry

SOLUTION: ----------- ----------- ----------- ----------- ----------- ----http://www.algebra.com/tutors/__create.lesson?content_action=create_content&topic=Geometry_proofs----------- ---

Question 423881: ----------------------------------------------------------------http://www.algebra.com/tutors/__create.lesson?content_action=create_content&topic=Geometry_proofs---------------

Given line QM is congruent to line QO, and line QL is congruent to line QP, prove triangle QML is congruent to triangle QOP. ( line LO and line MP intersect at point Q)
I already have the first few parts, but I can't get what comes after angle MQL is congruent to angle OQP by the AAS postulate.... will you please help me.
Answer by vleith(2983) (Show Source): You can put this solution on YOUR website!
The angle MQL and OQl are congruent because they are opposite angles
The two triangles must be congruent using SAS
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