Transformations
Angles
Angle
Relationships
Vocabulary
100

a transformation can change  _______ of a figure

 position

100

an angle greater than

90^@

Obtuse

100

any two angles whose sum is

90^@


Complementary Angles

100

The Two lines on a graph that you use to find coordinates. 

X-axis and Y-axis

200

a flip over a line called the line of reflection

Reflection

200

an angle that is equal to 

90^@

Right

200
two angles that are next to each other and share a common side

Adjacent Angles

200

The name of a figure after a tranformation has happened. 

Image

300

When preforming a reflection over the Y axis, what happens to your (x,y) coordinates


Hint: Think of the reflection rules

(x,-y)

300

an angle less than

90^@

Acute

300

any two angles whose sum is 

180^@

Supplementary Angles

300

The original figure in a transformation. 

preimage

400

to vertically and/or horizontally slide a figure

Translation

400

Fill in the blank: an angle is formed by two ______ with a common endpoint

rays
400

two angles across from each other on intersecting lines. They are always congruent! 

Vertical Angles

400

A line that acts as a mirror and reflects an image for a transformation. 

line of reflection

500

Looking at the preimage and image coordinates of triangle abc, determine which line of reflection was used to preform this transformation. 

A(3,7)   B(10,5)  C(-1,-6)  D(7,6)

A'(7,3)  B(5,10)  C(-6,-1)  D(6,7)

Y=X

500

the middle letter of an angle must always represent the ________

vertex

500

Two angles that are adjacent and supplementary. They form a straight line! 

Linear Pair

500

The SYMBOL used to represent a figure after a transformation. 

Prime