Write a congruence statement for the congruent triangles

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Write a congruence statement for  the congruent triangles
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M217 Chapter 4 Name: ________________________

Quiz 2 Review 1: SSS, SAS, AAS, ASA, and HL congruence



Write a congruence statement for the congruent triangles in each diagram. State the reason for congruence.





1) 2) E G 3) H B

A

F

D B



C T O

I H





 ____   ____ by ________

 ____   ____ by ________  ____   ____ by ________





4) 5) 6)

Q R X Y B C

P









T S

W

A Z

E D



 ____   ____ by ________  ____   ____ by ________  ____   ____ by ________





7) F 8) 9)

W

P A



A I

Y H R

G



C T K S

K





 ____   ____ by ________  ____   ____ by ________  ____   ____ by ________









M217 – Denna Ch4-Quiz2-Rev1 2/11/2009

M217 Chapter 4 Name: ________________________

Quiz 2 Review 1: SSS, SAS, AAS, ASA, and HL congruence

Each pair of triangles below has two corresponding sides or angles marked congruent. Indicate the additional

information needed to enable us to apply the specified congruence postulate.





B D

10) For ASA __________________



For SAS __________________

A F E

C







V S

11) For SAS __________________ M



For SSS __________________

Q T D





R A



12) For ASA __________________



For HL __________________

S T B G









C D

13) For HL __________________



For SAS __________________

A T X

E







A

14) For AAS __________________

W A L

For ASA __________________





K









M217 – Denna Ch4-Quiz2-Rev1 2/11/2009

M217 Chapter 4 Name: ________________________

Quiz 2 Review 1: SSS, SAS, AAS, ASA, and HL congruence

Solve for x and the indicated angles or segments.



15) Given m D = 3x – 11 and m E = 2x+11 15) x = ______________



m D = __________

D E

m F = __________









F



16) Given AB = 3x + 5, BC = 4x + 10, AC = 5x – 25, and  A   B 16) x = ______________



AB = __________

B

BC = __________





A







C





R

17) Given: RO  MP, MO  OP

Prove: MRO  PRO









M P

O

Statements Reasons









M217 – Denna Ch4-Quiz2-Rev1 2/11/2009

M217 Chapter 4 Name: ________________________

Quiz 2 Review 1: SSS, SAS, AAS, ASA, and HL congruence

T

18) Given: SV bisects  TVB

SV bisects  TSB



Prove: TSV  BSV S V







B



Statements Reasons









19) Given: O is the midpoint of AY

O is the midpoint of ZX Y X



Prove: ZOY  XOA

O

Z A



Statements Reasons









M217 – Denna Ch4-Quiz2-Rev1 2/11/2009

M217 Chapter 4 Name: ________________________

Quiz 2 Review 1: SSS, SAS, AAS, ASA, and HL congruence



20) Given: AB  DE

AB  DE A B



Prove: ABC  EDC



C





D E

Statements Reasons









21) Given: JO bisects  TOR T

JO bisects  TJR



Prove: TO  RO

J O







R



Statements Reasons









M217 – Denna Ch4-Quiz2-Rev1 2/11/2009


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