This is the Unit assessment covering parallel lines cut by transversal.

You may use your notes, past assignments, and desmos to complete this assessment.

Complete the entire test and show your work for full credit. Responses without work will receive no points.

Important Information

null

Obavezno

10

Match the definition of the angle relationship with the angle relationships it describes...

Stavka koja se može prevući		Odgovarajuća stavka
Any two angles whose sum is 180°		Vertical angles
Two angles that are adjacent and supplementary. They form astraight line!		Supplementary angles
Two angles that are next to each other and share a common side.		Complementary angles
Any two angles whose sum is 90°		Linear pairs
Two angles across from each other on intersecting lines. They are always congruent!		Adjacent Angles

Obavezno

10

Match the definition of the angle relationship with the angle relationships it describes...

Stavka koja se može prevući		Odgovarajuća stavka
		Adjacent Angles
		Complementary angles
		Supplementary angles
		Linear pairs
		Adjacent Angles

Obavezno

10

Match the image with the angle relationship it describes...

Stavka koja se može prevući		Odgovarajuća stavka
		Vertical angles
		Supplementary angles
		Complementary angles
		Linear pairs
		Adjacent Angles

Obavezno

20

Obavezno

40

Obavezno

10

Here is a mathematical statement:
What does it mean?

Obavezno

4

Given:
Name the angle(s) that is the vertical angle to ∠m

Obavezno

8

Given:
Name the angle(s) that is the adjacent to to ∠d

Obavezno

4

Given:
Name the angle(s) that is the same-side interior to ∠n

Obavezno

8

Given:
Name the angle(s) that is the same-side exterior to ∠f

Obavezno

16

Given:
Name the angle(s) that is the supplemental to ∠f

Obavezno

12

Given:
Name the angle(s) that is the congruent to ∠f

Obavezno

4

Given:
Name the angle(s) that is the alternate interior to ∠c

Obavezno

4

Given:
Name the angle(s) that is the alternate exterior to ∠a

Important Information

null

Obavezno

10

Obavezno

20

Obavezno

20

5 ways to prove lines are parallel:

null

It is dangerous to go alone.

Take this "°"

Obavezno

10

Obavezno

10

Obavezno

10

Obavezno

10

Unit 6 Study Guide : Geometric Proof (Due 3/6/26)

Unit 6 Study Guide : Geometric Proof (Due 3/6/26)

Important Information

Match the definition of the angle relationship with the angle relationships it describes...

Match the definition of the angle relationship with the angle relationships it describes...

Match the image with the angle relationship it describes...

Here is a mathematical statement:
What does it mean?

Given:
Name the angle(s) that is the vertical angle to ∠m

Given:
Name the angle(s) that is the adjacent to to ∠d

Given:
Name the angle(s) that is the same-side interior to ∠n

Given:
Name the angle(s) that is the same-side exterior to ∠f

Given:
Name the angle(s) that is the supplemental to ∠f

Given:
Name the angle(s) that is the congruent to ∠f

Given:
Name the angle(s) that is the alternate interior to ∠c

Given:
Name the angle(s) that is the alternate exterior to ∠a

Important Information

5 ways to prove lines are parallel:

It is dangerous to go alone.

Take this "°"

Important Information

Match the definition of the angle relationship with the angle relationships it describes...

Match the definition of the angle relationship with the angle relationships it describes...

Match the image with the angle relationship it describes...

Here is a mathematical statement:
What does it mean?

Given:
Name the angle(s) that is the vertical angle to ∠m

Given:
Name the angle(s) that is the adjacent to to ∠d

Given:
Name the angle(s) that is the same-side interior to ∠n

Given:
Name the angle(s) that is the same-side exterior to ∠f

Given:
Name the angle(s) that is the supplemental to ∠f

Given:
Name the angle(s) that is the congruent to ∠f

Given:
Name the angle(s) that is the alternate interior to ∠c

Given:
Name the angle(s) that is the alternate exterior to ∠a

Important Information

5 ways to prove lines are parallel:

It is dangerous to go alone.

Take this "°"

Unit 6 Study Guide : Geometric Proof (Due 3/6/26)

Unit 6 Study Guide : Geometric Proof (Due 3/6/26)

Important Information

Match the definition of the angle relationship with the angle relationships it describes...

Match the definition of the angle relationship with the angle relationships it describes...

Match the image with the angle relationship it describes...

Here is a mathematical statement:What does it mean?

Given:Name the angle(s) that is the vertical angle to ∠m

Given:Name the angle(s) that is the adjacent to to ∠d

Given:Name the angle(s) that is the same-side interior to ∠n

Given:Name the angle(s) that is the same-side exterior to ∠f

Given:Name the angle(s) that is the supplemental to ∠f

Given:Name the angle(s) that is the congruent to ∠f

Given:Name the angle(s) that is the alternate interior to ∠c

Given:Name the angle(s) that is the alternate exterior to ∠a

Important Information

5 ways to prove lines are parallel:

It is dangerous to go alone.

Take this "°"

Important Information

Match the definition of the angle relationship with the angle relationships it describes...

Match the definition of the angle relationship with the angle relationships it describes...

Match the image with the angle relationship it describes...

Here is a mathematical statement:What does it mean?

Given:Name the angle(s) that is the vertical angle to ∠m

Given:Name the angle(s) that is the adjacent to to ∠d

Given:Name the angle(s) that is the same-side interior to ∠n

Given:Name the angle(s) that is the same-side exterior to ∠f

Given:Name the angle(s) that is the supplemental to ∠f

Given:Name the angle(s) that is the congruent to ∠f

Given:Name the angle(s) that is the alternate interior to ∠c

Given:Name the angle(s) that is the alternate exterior to ∠a

Important Information

5 ways to prove lines are parallel:

It is dangerous to go alone.

Take this "°"

Here is a mathematical statement:
What does it mean?

Given:
Name the angle(s) that is the vertical angle to ∠m

Given:
Name the angle(s) that is the adjacent to to ∠d

Given:
Name the angle(s) that is the same-side interior to ∠n

Given:
Name the angle(s) that is the same-side exterior to ∠f

Given:
Name the angle(s) that is the supplemental to ∠f

Given:
Name the angle(s) that is the congruent to ∠f

Given:
Name the angle(s) that is the alternate interior to ∠c

Given:
Name the angle(s) that is the alternate exterior to ∠a

Here is a mathematical statement:
What does it mean?

Given:
Name the angle(s) that is the vertical angle to ∠m

Given:
Name the angle(s) that is the adjacent to to ∠d

Given:
Name the angle(s) that is the same-side interior to ∠n

Given:
Name the angle(s) that is the same-side exterior to ∠f

Given:
Name the angle(s) that is the supplemental to ∠f

Given:
Name the angle(s) that is the congruent to ∠f

Given:
Name the angle(s) that is the alternate interior to ∠c

Given:
Name the angle(s) that is the alternate exterior to ∠a