

Special Segments of Triangles Review
Presentation
•
Mathematics
•
9th - 10th Grade
•
Practice Problem
•
Medium
Standards-aligned
Bo Gilbert
Used 178+ times
FREE Resource
7 Slides • 9 Questions
1
Special Segments of Triangles Review

2
Multiple Choice
Which segment is a median?
AB
GB
DE
CF
3
Medians have the following properties:
The start at the vertex; and
intersect the midpoint of the opposite side.
4
Multiple Choice
Which segment is a altitude?
AB
GB
DE
CF
5
Altitudes have the following properties:
The start at the vertex; and
intersect the opposite side at a right angle.
6
Multiple Choice
Which segment is a perpendicular bisector?
AB
GB
DE
CF
7
Perpendicular bisectors have the following properties:
They do not need to start at the vertex;
They intersect the opposite side at a right angle; and
They intersect the opposite side at the midpoint.
8
Open Ended
What is another way for us to say that the perpendicular bisectors and the medians intersect the opposite side at the midpoint?
9
Multiple Choice
Which segment is an angle bisector?
AB
GB
DE
CF
10
Angle Bisectors have the following properties;
They start at the vertex; and
They cut the vertex angle in half.
11
Multiple Choice
The centroid is where the ___________ of a triangle meet.
medians
altitudes
perpendicular bisectors
angle bisectors
12
Centroids
K is the centroid of triangle PQR.
Since K is the centroid, we know that
13
Multiple Choice
FK is a median to triangle FGM. If GK = 6, how long is GM?
6
2.8
5.6
12
14
Multiple Choice
BD is a median in triangle ABC. Solve for x.
7
14
29
58
15
Multiple Choice
MR is an angle bisector in triangle NMP. If m∠1 = 2x +7 and m∠2 = 3x − 13 , how many degrees is the measure of angle 1?
20
47
40
94
16
Do you have any questions over what we have covered?
Special Segments of Triangles Review

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