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For numbers 15-19. Given: AT is an angle bisector of ZMAN. mz1 - 20° and mz2 - (2x + 4)° Choose your answer below. А. 80 В. 120 C. 70° D. 200 E. 90° F. 110° G. 98° Н. 160° 15. Find x A 16. Find the measure of 2. 17. Find the measure of 43. 18. Find the measure of 24. M/3 T. 19. Find m24 + mz5. oring of a chanel using triangles. The

For numbers 15-19. Given: AT is an angle bisector of ZMAN. mz1 - 20° and mz2 - (2x + 4)° Choose your answer below. А. 80 В. 120 C. 70° D. 200 E. 90° F. 110° G. 98° Н. 160° 15. Find x A 16. Find the measure of 2. 17. Find the measure of 43. 18. Find the measure of 24. M/3 T. 19. Find m24 + mz5. oring of a chanel using triangles. The

Elementary Geometry For College Students, 7e
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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For numbers 15-19. Given: AT is an angle bisector of ZMAN. mz1 = 20° and mz2 - (2x + 4)° Choose your answer below. А. 80 В. 120 C. 70° D. 20° E. 90° F. 110° G. 98° Н. 160° 15. Find x 16. Find the measure of 22. 17. Find the measure of 23. 18. Find the measure of 24. M/3 T. 19. Find m4 + mz5. 20. You are tasked to make a design of the flooring of a chapel using triangles. The available materials are square tiles. How are you going to make the design? A. Applying triangle congruence by ASA B. Applying triangle congruence by SSS C. Applying triangle congruence by SAS D. Applying triangle congruence by AAS
Transcribed Image Text:For numbers 15-19. Given: AT is an angle bisector of ZMAN. mz1 = 20° and mz2 - (2x + 4)° Choose your answer below. А. 80 В. 120 C. 70° D. 20° E. 90° F. 110° G. 98° Н. 160° 15. Find x 16. Find the measure of 22. 17. Find the measure of 23. 18. Find the measure of 24. M/3 T. 19. Find m4 + mz5. 20. You are tasked to make a design of the flooring of a chapel using triangles. The available materials are square tiles. How are you going to make the design? A. Applying triangle congruence by ASA B. Applying triangle congruence by SSS C. Applying triangle congruence by SAS D. Applying triangle congruence by AAS
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