B. SUMMATIVE TEST Read and analyze each item carefully. Encircle the letter that corresponds to your correct answer. 1) Triangle ABC is congruent to triangle DEF. Which side is congruent to side BC?

2)

a. side EF b. side DE c. side DF

d. none of the above

Identify the pairs of congruent right triangles shown at the right. a. PMA APS

b. MAP SPA

C. MPA SPA

d. AMP PAS

3) Which theorem is illustrated by this statement: If the two angles and non-included side of one triangle are

congruent to the corresponding two angles and non- included side of another triangle, then the triangles are

congruent.

8. ASA

b. SAA

c. SSA

d. SSS

4) Princetone knows that AB = XY and AC=XZ. What other information must he know to prove ABC XYZ

by SAS postulate?

a. BY b. 2C Z

5) TIN CAN, then NAC is congruent to

a. ITN

b. NIT

6)

d. <C= 2X

d.

INT

C.

TNI

If corresponding congruent parts are marked, how can you prove BEC BA?

a. ASA

b. LL

C. SAS

d. SSS

7) Given: ABDE and Ahich of the following methods can be used to prove that ?

a. Side-Angle-Side

b. Angle-Side-Angle

a. <PMN

c. Side-Side-Side

d. None of the above

c. <NMP d. MNP

b. <NPM

9) Segment DA bisects BAC and B = C. Which choice of method can be used to prove

ACDA?

8)

a. SSS b. AAA

C. SAS

d. AAS

10) Name the theorem or postulate that lets you immediately conclude

10)

a. SAS

b. ASA

c. AAS

d. None

AABD ACBD.

ABDA =

2

B

D​