Geometry Topic 5 Test Review on Relationships in Triangles
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Last updated over 4 years ago
36 questions
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Question 5
5.
The incenter is
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Question 8
8.
The measure of KL =
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Question 9
9.
The median of △DEF is
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Question 10
10.
The altitude of △DEF is
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Question 15
15.
Which angle has the least measure?
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Question 17
17.
What is the length of AF? Include the necessary work to support your answer choice.
Question 18
18.
What is the length of BD? Include the necessary work to support your answer choice.
Question 19
19.
The cities of Verticville, Triopolis, and Angletown are joining their city budgets together to build a centrally located airport. They would like the airport to be located equidistant to each of the freeways that connect the cities as shown in the illustration. They should locate the _______________.
Question 20
20.
What is the length of CE? Include the necessary work to support your answer choice.
Question 21
21.
Which triangle will have its circumcenter sit outside of the triangle?
Question 22
22.
What is the point of concurrency shown in this illustration?
Question 23
23.
List the sides from shortest to longest in △KLM.
Question 24
24.
Which of the following players are located on the angle bisector of the angle formed between third base, home plate, and first base? Select all that apply.
Question 25
25.
The county wants to create a skatepark that is equidistant from each of the middle schools. Which of the following should the county use in order to do so?
Question 26
26.
Which triangle will have its orthocenter sit outside of the triangle?
Question 27
27.
Shown in the illustration are six different roof trusses--assume perfect vertical symmetry in each design. Determine if the truss design includes an angle bisector of ∠ABC. Select all that apply.
Question 28
28.
Determine and clearly label the location of the circumcenter--show the process you used to determine this location.
Question 29
29.
What is the point of concurrency shown in this illustration?
Question 30
30.
Include all calculations/work to support your answer choice.
Question 31
31.
What is the point of concurrency shown in this illustration?
Question 32
32.
Given that point K is the incenter of △DEF, find the radius of the inscribed circle. Include all calculations/work to support your answer choice.
Question 33
33.
What is the point of concurrency shown in this illustration?
Question 34
34.
Which point of concurrency is equidistant to the vertices of a triangle?
Question 35
35.
Which point of concurrency is equidistant to the sides of a triangle?
Question 36
36.
Is BC the angle bisector of ∠ABD?
Question 1
1.
PR =
Question 2
2.
PS =
Question 3
3.
m∠KML =
Question 4
4.
KL =
Question 6
6.
The circumcenter is
Question 7
7.
m∠FGL =
Question 11
11.
Can the lengths 14, 32, 18 form a triangle? Include the necessary work to support your answer choice.
Question 12
12.
Can the lengths 14, 25, 29 form a triangle? Include the necessary work to support your answer choice.
Question 13
13.
Can the lengths 37, 22, 56 form a triangle? Include the necessary work to support your answer choice.
Question 14
14.
Can the lengths 87, 35, 41 form a triangle? Include the necessary work to support your answer choice.