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GEO: 5-2 QC (bisectors of triangles)
Contributed by: Maynard
(Original author: Dilaura)
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
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