C F 2 3 E 1 4 A B D Justify the given statement using the picture above. 1. m21+ m2 = mZABC 2. If B is the midpoint of AD, then AB = BD. 3. If BC bisects FBE, then 2243. 4. If 21 and FBD are supplementary, then m≤1 + m

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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C
F
2
3
E
1
4
A
B
D
Justify the given statement using the picture above.
1. m21+ m2 = mZABC
2. If B is the midpoint of AD, then AB = BD.
3. If BC bisects FBE, then 2243.
4. If 21 and FBD are supplementary, then m≤1 + m<FBD = 180°
5. If m CBD = 90°, then 2CBD is a right angle.
6. AB+BDAD
7. If m42 = m23, then BC bisects <FBE.
8. If m23+m24 = 90°, then 23 and 24 are complementary.
9. If ZABC and CBD are right angles, then ZABC ≈ ¿CBD.
10. If 21 22 and 22 43, then 21 = 23.
Transcribed Image Text:C F 2 3 E 1 4 A B D Justify the given statement using the picture above. 1. m21+ m2 = mZABC 2. If B is the midpoint of AD, then AB = BD. 3. If BC bisects FBE, then 2243. 4. If 21 and FBD are supplementary, then m≤1 + m<FBD = 180° 5. If m CBD = 90°, then 2CBD is a right angle. 6. AB+BDAD 7. If m42 = m23, then BC bisects <FBE. 8. If m23+m24 = 90°, then 23 and 24 are complementary. 9. If ZABC and CBD are right angles, then ZABC ≈ ¿CBD. 10. If 21 22 and 22 43, then 21 = 23.
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