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5.2 1. The three angle bisectors of a triangle intersect to form which point of concurrency? midpoint Incenter Circumcenter Circumference 5.2 2. The perpendicular bisectors of the three sides of a triangle intersect to form which point of concurrency? midpoint Incenter Circumcenter Circumference 3. Based off the markings, what is the name of point C in the diagram? 5.2 Circumcenter Incenter Angle bisector Perpendicular bisector 4. Based off the markings, what is the name of point P in the diagram? 5.2 Circumcenter Incenter Angle bisector Perpendicular bisector 5. Given the markings in the diagram, which statement below is true? 5.2 CF = CD = CE CL = CM = CN CD = CL = LF CM = ME = EN 5.2 6. Given the following diagram which statement is correct? PX = PY = PZ PX = PC = CZ PA = PB = PC BY = BZ = ZC 7. Segments AB and CB are angle bisectors. Find the m∡BAC. 5.2 A m∡BAC = o B 33o C 50o D 8. Segments AB and CB are angle bisectors. Find the distance from B to segment CD. A distance = 5.9 3.4 B 4.2 C D CN = 9. C is the circumcenter of ∆LMN find the following lengths. LM = 5.2 ME = 3 5 4 CM = 12 |