Unit 2 Exam

Last updated over 5 years ago

21 questions

Question 1

EG = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 2

HJ = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 3

<F = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 4

<F = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 5

Triangle FGE = _____

Triangle HJK

Triangle JKH

Triangle KHJ

Question 6

ST = ______

7 m

8 m

59 degrees

75 degrees

Question 7

SU = ______

7 m

8 m

59 degrees

75 degrees

Question 8

Angle R = _______

Question 9

Angle Q = _____

Question 10

10.

Angle S = _____

Question 11

11.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 12

12.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 13

13.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 14

14.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 15

15.

What would be his reason for knowing this?

A

B

C

D

Question 16

16.

Which of the following is the missing piece of information BASED ONLY ON the given information in the diagram?

A

B

C

D

Question 17

17.

Reason number 2:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 18

18.

Statement number 3 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 19

19.

Reason number 3 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 20

20.

Statement number 4 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 21

21.

Triangle ABC is congruent to Triangle ADC because of...

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 1

EG = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 2

HJ = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 3

<F = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 4

<F = ______

<E

<F

<G

<H

<J

<K

EF

FG

EG

HJ

JK

HK

Question 5

Triangle FGE = _____

Triangle HJK

Triangle JKH

Triangle KHJ

Question 6

ST = ______

7 m

8 m

59 degrees

75 degrees

Question 7

SU = ______

7 m

8 m

59 degrees

75 degrees

Question 8

Angle R = _______

Question 9

Angle Q = _____

Question 10

10.

Angle S = _____

Question 11

11.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 12

12.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 13

13.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 14

14.

What method can be used to prove the triangles below are congruent?

A

B

C

D

Question 15

15.

What would be his reason for knowing this?

A

B

C

D

Question 16

16.

Which of the following is the missing piece of information BASED ONLY ON the given information in the diagram?

A

B

C

D

Question 17

17.

Reason number 2:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 18

18.

Statement number 3 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 19

19.

Reason number 3 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 20

20.

Statement number 4 is:

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA

Question 21

21.

Triangle ABC is congruent to Triangle ADC because of...

SAS

ASA

Definition of Angle Bisector

Reflexive Property

AC is congruent to AC

<BCA is congruent to <DCA