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Lesson 11 Proving Parallel Lines
By edith lopez
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Last updated almost 2 years ago
34 questions
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Question 1
1.
Question 2
2.
Question 3
3.
Question 4
4.
Question 5
5.
Question 6
6.
Question 7
7.
Question 8
8.
Question 9
9.
Question 10
10.
Question 11
11.
Question 12
12.
Question 13
13.
Question 14
14.
Question 15
15.
Question 16
16.
Question 17
17.
Question 18
18.
Question 19
19.
< 1 = < 16
I messed up here. These instructions go with the questions below the blue line
Question 20
20.
Question 21
21.
What does x equal?
Question 22
22.
yes
Question 23
23.
Question 24
24.
Question 25
25.
yes
Question 26
26.
how many degrees is angle 2
Question 27
27.
how many degrees is angle 5
Question 28
28.
how many degrees is angle 8
Question 29
29.
how many degrees is angle 4
Question 30
30.
how lonh is segment LM?
Question 31
31.
How long is segment CD?
Question 32
32.
Question 33
33.
How many degrees is <BXC?
Question 34
34.
How many degrees is <AXC?
Same Side Interior Angle Theorem
Alternate Exterior Angle Theorem
Same Side Exterior Angle Theorem
Corresponding Angle Postulate
Linear Pair Theorem
Alternate Interior Angle Theorem
Vertical Angle Theorem
Verticla angle Theorem
Alternate Interior Angle Theorem
Corresponding Angle Postulate
Alternate Exterior Angle Theorem
Same Side Interior Angle Theorem
Same Side Exterior Angle Theorem
Linear Pair Theorem
Linear Pair Theorem
Corresponding Angle Postulate
Same Side Exterior Angle Theorem
Vertical Angle theorem
Alternate Interior Angle Theorem
Same Side Interior Angle Theorem
Alternate Exterior Angle Theorem
Alternate Interior Angle Theorem
Same Side Exterior Angle Theorem
Linear pair Theorem
Vertical Angle Theorem
Corresponding Angle Postulate
Alternate Exterior Angle Theorem
Same Side Interior Angle Theorem
Alternate Interior Angle Theorem
Corresponding Angle Postulate
Vertical Angle Theorem
Alternate Exterior Angle Theorem
Linear pair Theorem
Same Side Exterior Angle Theorem
Same Side Interior Angle Theorem
Based on the two angles to the left, which two lines can be known to be congruent?
a ll b (line a is parallel to line b)
c ll d (line c is parallel to line d)
Not enough information to say any lines are parallel
Why are they or are they not parallel
Linear pair Theorem
Vertical Angle Theorem
Same Side Exterior Angle Theorem
Not an angle pair
Same Side Interior Angle Theorem
Corresponding Angle Postulate
Alternate Exterior Angle Theorem
Alternate Interior Angle Theorem
Based on the two angles to the left, which two lines can be known to be congruent?
a ll b (line a is parallel to line b)
c ll d (line c is parallel to line d)
Not enough information to say any lines are parallel
Why are they or are they not parallel
Corresponding Angle Postulate
Same Side Exterior Angle Theorem
Alternate Interior Angle Theorem
Alternate Exterior Angle Theorem
Same Side Interior Angle Theorem
Linear pair Theorem
Vertical Angle Theorem
Not an angle pair
Based on the two angles to the left, which two lines can be known to be congruent?
a ll b (line a is parallel to line b)
c ll d (line c is parallel to line d)
Not enough information to say any lines are parallel
Why are they or are they not parallel
Alternate Interior Angle Theorem
Vertical Angle Theorem
Same Side Interior Angle Theorem
Corresponding Angle Postulate
Linear pair Theorem
Same Side Exterior Angle Theorem
Alternate Exterior Angle Theorem
Not an angle pair
Based on the two angles to the left, which two lines can be known to be congruent?
a ll b (line a is parallel to line b)
c ll d (line c is parallel to line d)
Not enough information to say any lines are parallel
Why are they or are they not parallel
Alternate Interior Angle Theorem
Alternate Exterior Angle Theorem
Corresponding Angle Postulate
Same Side Interior Angle Theorem
Not an angle pair
Same Side Exterior Angle Theorem
Vertical Angle Theorem
Linear pair Theorem
Based on the two angles to the left, which two lines can be known to be congruent?
a ll b (line a is parallel to line b)
c ll d (line c is parallel to line d)
Not enough information to say any lines are parallel
Why are they or are they not parallel
Alternate Interior Angle Theorem
Vertical Angle Theorem
Same Side Interior Angle Theorem
Linear pair Theorem
Alternate Exterior Angle Theorem
Corresponding Angle Postulate
Same Side Exterior Angle Theorem
Not an angle pair
Which lines are parallel because of anglesd 1 and 8 being congruent?
c and d
b and d
a and b
a and c
What peoperty tells us that angles 1 and 8 are parallel?
Corresponding Angle Postulate
Same Side Exterior Angle Theorem
Vertical Angle Theorem
Alternate Exterior Angle Theorem
Same Side Interior Angle Theorem
Linear pair Theorem
Alternate Interior Angle Theorem
Which lines are parallel because of angles 8 and 16 being congruent?
b and d
c and d
a and c
a and b
What peoperty tells us that angles 1 and 8 are parallel?
Linear pair Theorem
Vertical Angle Theorem
Same Side Interior Angle Theorem
Alternate Exterior Angle Theorem
Alternate Interior Angle Theorem
Same Side Exterior Angle Theorem
Corresponding Angle Postulate
Which equation can I use to show if they are parallel?
2x + 2 = x + 56
2x + 2 + x + 56 = 180
no
yes
no
not sure
yes
no
not sure
no
How many degrees is <JKM?
not enough information
64
90
28
