1. Which of the following requires a proof? A. definition B. postulate C. theorem D. undefined terms 2. What is the reason for the statement "If ZQ and ZR are right angles, then 2Q = ZR"? A. Definition of Right Angles B. Definition of Congruent Angles C. Right Angle Theorem D. Vertical Angle Theorem 3. Which of the following will make the conclusion ZBTS = LEXO incorrect? A. ZBTS and ZEXO form a linear pair. B. ZBTS and ZEXO are right angles. C. ZBTS and ZEXO are vertical angles. D. ZBTS and ZEXO have equal measures.

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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1. Which of the following requires a proof?
A. definition
B. postulate
C. theorem
D. undefined terms
2. What is the reason for the statement "If 2Q and ZR are right angles, then zQ = ZR"?
A. Definition of Right Angles
B. Definition of Congruent Angles
C. Right Angle Theorem
D. Vertical Angle Theorem
3. Which of the following will make the conclusion ZBTS = LEXO incorrect?
A. ZBTS and ZEXO form a linear pair.
B. ZBTS and ZEXO are right angles.
C. ZBTS and ZEXO are vertical angles.
D. ZBTS and ZEXO have equal measures.
Transcribed Image Text:1. Which of the following requires a proof? A. definition B. postulate C. theorem D. undefined terms 2. What is the reason for the statement "If 2Q and ZR are right angles, then zQ = ZR"? A. Definition of Right Angles B. Definition of Congruent Angles C. Right Angle Theorem D. Vertical Angle Theorem 3. Which of the following will make the conclusion ZBTS = LEXO incorrect? A. ZBTS and ZEXO form a linear pair. B. ZBTS and ZEXO are right angles. C. ZBTS and ZEXO are vertical angles. D. ZBTS and ZEXO have equal measures.
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