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Geometry Chapter 5
Test Description: Congruence, Transitivity, Angle Sum, Angles with Parallel Lines
Instructions: Answer all questions to get your test result.
1) In triangle ABC, angleB = 45 and angleC = 70. What is the measure of the external angle at angleA?
A
115
B
65
C
25
D
180
2) If FIGR is congruent to SHPE with GR = 5x-5 and PE = 2x+4, then what is the length of GR?
A
10
B
15
C
unknown
D
3
3) Which of the following is NOT part of the Parallel Lines Theorem
A
Alternate Interior Angles
B
Alternate Exterior Angles
C
Same Side Interior Angles
D
Corresponding Angles
4) What is the sum of the measures of the exterior angles of any convex heptagon?
A
7
B
180
C
360
D
900
5) In triangle ABC, angleA is twice angleB, and angleC is 40 degrees larger than angleA. What is the measure of angleC?
A
28
B
56
C
54
D
96
6) Justify: If A = B, and B = C, then A = C
A
I don't know.
B
Reflexive Property of Equality
C
Transitive Property of Equality
D
Symmetric Property of Equality
7) Justify: If the measure of angleA = the measure of angleB, then angleA is congruent to angleB.
A
Definition of Congruence
B
Angle Congruence Theorem
C
Segment Congruence Theorem
D
Vertical Angles Theorem
8) What does CPCF represent in the CPCF Theorem?
A
Corresponding Parts of Corresponding Figures
B
Congruent Parts of Congruent Figures
C
Congruent Parts of Corresponding Figures
D
Corresponding Parts of Congruent Figures
9) What does ABCD represent in the ABCD Theorem?
A
Aardvarks, Bison, Crocodiles, Deer
B
Angle Measure, Betweeness, Collinearity, Distance
C
Angle Measure, Betweeness, Congruent, Distance
D
Always, Better, Choose, D
10) Which type of angle does NOT require parallel lines?
A
Alternate Interior Angles
B
Alternate Exterior Angles
C
Vertical Angles
D
Corresponding Angles
*select an answer for all questions
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