| 1. | True | 2. | False |
| 3. | b | 4. | b |
| 5. | c | 6. | d |
| 7. | b | 8. | c |
| 9. | b | 10. | a |
| 11. | b | 12. | b |
| 13. | d | 14. | a |
| 15a. | x = 6 y = -2 |
15b. | x = -3 y = 5 |
| 16. | ![]() |
17. | Not Congruent |
| 18. | AEC SSS Postulate |
19. | CEA SAS Postulate |
| 20. | DEC ASA Postulate or AAS Theorem |
21. | ADC HL Theorem |
| 22. | DCB SSS Postulate |
23. | Not Congruent |
| 24. | angle B is congruent to angle F | 25. | angle B is congruent to angle F |
| 26. | angle A is congruent to angle E | 27. | segment AC is congruent to segment EG |
| 28. | 1S. BC ll DE 1R. Given 2S. Angle ABC congruent to angle FDE 2R. Parallel lines » Corresponding angles are congruent 3S. AC ll FE 3R. Given 4S. Angle BAC congruent to angle DFE 4R. Parallel lines » Corresponding angles are congruent 5S. Segment AB congruent to segment FD 5R. Given 6S. Triangle ABC congruent to triangle FDE 6R. ASA Postulate |
29. | 1S. Ray BC bisects angle ABE 1R. Given 2S. Angle ABC congruent to angle EBC 2R. Definition of an angle bisector 3S. Segment AB congruent to segment BE 3R. Given 4S. Segment BC congruent to segment BC 4R. Reflexive property of congruence 5S. Triangle ABC congruent to triangle EBC 5R. SAS Postulate 6S. Segment AC congruent to segment CE 6R. CPCTC |
| 30. | x = 21 y = 35 |
31. | x = 1 y = 3 |
| 32. | Angle ABC = 90° | 33. | x = 11 |
| 34. | x = 34° y = 56° |
35. | x = 58° y = 32° |