Vocabulary
Translations
Reflections
Coordinates
Sequences
100
This doesn't change during RIGID transformations.
size
100
What is another word (noun) for translation?
slide
100
What is another word (noun) for reflection?
flip
100
What is the image coordinate of the point (-3,2) reflected over the x-axis
(-3,-2)
100
(-5,-2) reflected over x axis then >>>(x-7,y+4)
(-12,6)
200
What are the three types of rigid transformations?
translations, reflections, and rotations
200
Describe the transformation using 2 directions.
left two units, up two units
200
This coordinate changes when a figure is reflected over the x-axis.
y-coordinate
200
What is the image coordinate of the point (10,2) reflected over the y-axis
(-10,2)
200
(3,8) reflected over y axis then >>>(x-4,y-9)
(-7,-1)
300
What is the notation(symbol) used to differentiate the preimage from the image?
prime or '
300
This is the image coordinate pair when the preimage (1, 6) is translated 4 spaces right.
(5, 6)
300
The given graph depicts a rigid transformation. Describe it.
reflection in the y-axis
300
What is the image coordinate of the point (-7,-9) reflected over the x-axis
(-7,9)
300
(-2,-8) reflected over x axis then >>>(x+4,y-6)
(2,2)
400
What color is the image in this reflection? 
blue
400
This is the image coordinate pair when the preimage (1, 6) is translated up 3 units.
(1, 9)
400
The figure has been reflected over this line.
x-axis
400
(8,-2)>>>(x+2,y-1)
(10,-3)
400
Identify the two transformations have occurred 
Reflection across the x-axis and then translated 10 units right and 2 units up.
500
This transformation does not preserve congruency.
What is dilation?
500
This is the image coordinate pair when the preimage (1, 6) is translated to the left 3 and down 1.
(-2, 5)
500
This is the coordinate A' after the figure below has been reflected over the given line.
(6, 1)
500
(-2,-2)>>>(x-4,y+1)
(-6,-1)
500
The given graph represents transformations of the pre-image *. This figure depicts a reflection over the x axis followed a rotation of 1800 Where is the new image?
figure D