Vocabulary Words
Parallel Lines and Traversal
Transformations
Missing Angle
Triangle Theorems
100
To Turn
Rotation
100
Angles that are equivalent.
congruent angles
100
What transformation keeps the same shape, but not the same size?
Dilation
100
the triangle is; 45, 45, __
What is 90
100
Find Angle B
85
200
Inside the parallel lines on opposite sides
Alternating Interior Angles
200
If Angle 3 is 120 degrees, what is Angle 7?
120 degrees
200
Point A (-5, -2) is translated 5 units left and 2 units up, find A'
A' ( -10, 0)
200
The known angles are: 90, 60, __
30
200
If angle 1= 78 degrees and angle 2= 52 degrees, find angle 4?
130 degrees
300
The angles opposite each other when two lines cross. Congruent angles.
Vertical Angles
300
If Angle 8 is 35 degrees, What is Angle Angle 4?
35 degrees
300
What are the three rigid transformation?
Translation, Reflection, and Rotation
300
If angle B is a supplementary angle to 32 degrees, find angle B.
148 degrees
300
What two angles would be considered remote angles?
Angle 2 and Angle 1
400
Angles that are the same position and same Side
Corresponding Angles
400
Find Angle 4?
26 degrees
400
A ( 4, -1) ----> A' ( 4, 1)
What happened to the preimage point?
Reflection over the x- axis
400
Angle C is an alternating interior angle to Angle G. If angle G is 89 degrees, find Angle C?
89 degrees
400
x= 65 degrees
500
The line that crosses two parallel lines
Transversal
500
What are the degree of Angle OXR and RXE?
OXR--> 135 degrees
RXE-->45 degrees
500
Point B ( 1,2) on Triangle ABC completed the following sequence of transformation:
- Rotated 180 degrees
- Dilated scale factor of k=2
What is Point B''
B' ( -1, -2)
B'' ( -2, -4)
500
Angle A and Angle D are same side interior angles, if Angle D is 43 degrees, find angle A?
137 degrees
500
Find the two missing angles?
25 degrees
65 degrees