NAME _____________________________
HOUR _______
DATE _______________
GEOMETRY - CONGRUENT TRIANGLES
I. Can the two triangles be proved congruent? If so, name the method used. If not write none.
1. _______________
2. _______________
3. _______________
4. _______________
5. _______________
6. _______________
7. _______________
8. _______________
9. _______________
E
__________ 10. EX bisects TEM, TE  EM
T
M
__________ 11. TE XT , MEXM , TEX  MEX
__________ 12. TE  EM , TX  XM
__________ 13. TX  XM , EX bisects TEM
X
__________ 14. EX bisects TXM, T  M
A
__________ 15. M is the midpoint of JE , A  I
__________ 16. JAJE, EIJE , JM  EM
__________ 17. M is the midpoint of JE , AJ  IE
J
M
E
__________ 18. JAJE, EIJE , A  I
__________ 19. JAJE, EIJE , M is the midpoint of JE
-1-
I
II. Proofs
K
Y
20. Given: KY  RA , KY // RA
Prove: KR  AY
R
A
21. Given: LUKU, YKKU , C is the midpoint of LY
L
Prove: LU  YK
U
C
K
Y
K
22. Given: KN bisects EKO, KNEO
Prove: KE  KO
E
N
O
J
M
23. Given: JN // AM , D is the midpoint of JA
Prove: ND  MD
D
N
-2-
A
24. Given: B is the midpoint of
Prove:
25. Given:
Prove:
and
ADF
;
bisect each other
F
,
1
2
-3-