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6.6 Practice with Paralllel Lines and the Angles Formed By Their Transversals (Due 2/27/2026)

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Last updated about 2 hours ago
24 questions
Required
2
Required
2
Required
5
Required
5
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5
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4
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4
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4
Required
4
Required
2
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2
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2
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2
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2
Required
2
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2
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20
5
10
10
2
2

Essential Question: How do I identify angle relationships when lines are cut by a transversal?


Learning Target: Students will be able to identify angle relationships when lines are cut by a transversal.


Complete the entire assignment and show work for full credit.

Question 1
1.
If two angles are supplimentary, when you add them together you will have _______ degrees?
Question 2
2.
If two angles are complimentary, when you add them together you will have _______ degrees?
Question 3
3.
Vertical angles are_______ . Vertical Angles share a _______ .
Question 4
4.
∠PQR and ∠SQR are supplementary pairs and ∠PQR is 35 º.

Then ∠SQR=_______
Question 5
5.
∠GEF and ∠MAN are a complementary pair and ∠MAN is 63 º.


Then ∠GEF=_______

Transversals and Parallel Lines


Question 6
6.

Which of these completely describe alternate interior angles?

Question 7
7.

Which of these completely describe corresponding angles?

Question 8
8.

Which of these completely describe same-side interior angles?

Question 9
9.

Which of these completely describe same-side exterior angles?

Question 10
10.

Question 11
11.

Question 12
12.

Question 13
13.

Question 14
14.

Question 15
15.

Question 16
16.

Question 17
17.
Find the measure of the indicated angle. _______

Solve for x.
x=_______

Make sure to show your work.
Question 18
18.

Find the measure of the indicated angle. Make sure to show your work.

Question 19
19.

Solve for x. Make sure to show your work.

Question 20
20.

Solve for x. Make sure to show your work.

Question 21
21.

Select all the vertical angles to ∠6

Question 22
22.

Select all the supplementary to angles to ∠1

Learning Log

Required
5
Question 23
23.

Required
30
Question 24
24.

Different sides of the transversal
One angle inside and one angle outside of the parallel lines
Inside the the parallel lines
Outside the the parallel lines
Inside the the parallel lines
Different sides of the transversal
Same-Sides of the transversal
Outside the the parallel lines
Outside the the parallel lines
One angle inside and one angle outside of the parallel lines
Same-Sides of the transversal
Different sides of the transversal
Outside the the parallel lines
Different sides of the transversal
Same-Sides of the transversal
One angle inside and one angle outside of the parallel lines
adjacent and supplementary (their sum is 180)
same-side interior angles
corresponding angles
alternate exterior angles
alternate interior angles
vertical angles and they are equal
adjacent and supplementary (their sum is 180)
same-side interior angles
alternate interior angles
vertical angles and they are equal
corresponding angles
alternate exterior angles
same-side interior angles
corresponding angles
vertical angles and they are equal
alternate exterior angles
alternate interior angles
adjacent and supplementary (their sum is 180)
vertical angles and they are equal
alternate exterior angles
same-side interior angles
adjacent and supplementary (their sum is 180)
corresponding angles
alternate interior angles
alternate exterior angles
corresponding angles
alternate interior angles
adjacent and supplementary (their sum is 180)
same-side interior angles
vertical angles and they are equal
vertical angles and they are equal
adjacent and supplementary (their sum is 180)
alternate exterior angles
same-side interior angles
alternate interior angles
corresponding angles
alternate exterior angles
same-side interior angles
vertical angles and they are equal
alternate interior angles
corresponding angles
adjacent and supplementary (their sum is 180)