O
^
^
Name:
Geometry - Points
of
Concurrency Worksheet
Circle the letter with the name
of
the segment/line/ray shown.
1. ^ (a) perpendicular bisector 2.
(b) angle bisector
(c) median
rffo
altitude"
^(a)
perpendicular
bisect
(b) angle bisector
(c) median
(d) altitude
Circle the letter with the name
of
the correct point
of
concurrency.
5. The three altitudes
of
a triangle intersect at the
(a) circumcenter (b) incenter (c) centroid
6. The three medians
of
a triangle intersect at the
(a) circumcenter (b) incenter
7. The
three
perpendicular
bisectors
of
a
triangle
intersect atthe
^a)
circumcenter
^ (b)
incenter
(c)
centroid
8. The three anglebisectors
of
atriangle intersectat the
(a) circumcenter f (b) incenter ^ (c) centr
9. Itis equidistant from the three vertices
of
the triangle.
(a) circumcenter
"^
(b) incenter (c) centroid
10. Itis equidistantfrom the three sides
of
the triangle.
(a) circumcenter
/6)
incenter
_^
(c) centroid
11. It
divides
each
median
into
two
sections
at a 2:1 ratio.
(a) circumcenter
(b) incenter
c) centroid
(a) perpendicularbisector
(b) angle bisector
(c) median
(d) altitude
(a) perpendicular bisector
(b)
angle
bisector^
(c) median
(d) altitude
(d) orthocenter
(d) orthocenter
(d) orthocenter
(d) orthocenter
(d) orthocenter
(d) orthocenter
(d) orthocenter
