This doesn't change during a most transformations.
What is the size?
The word that describes translating.
What is sliding?
This word is another way of saying reflecting
What is flipping?
The graph depicts a rigid transformation.
What is a translation 1 unit right 2 units down? (x,y)->(x+1,y-2)
The picture below shows this type of transformation.
What is rotating 90 degrees Counterclockwise.
These are the types of transformations that does not change the size.
What are reflections, translations, and rotations?
A shift of (x+6) means you are moving in this direction.
Right 6
This is the same in the image, preimage, and line of symmetry in a reflection.
What is the distance from the figure to the line of symmetry?
The given graph depicts a rigid transformation.
What is a reflection in the y-axis?
90 degrees Counterclockwise is the same as
270 clockwise
Size and Orientation are preserved by this type of transformation.
What is translation?
A movement of (Y - 4) is this direction.
Down 4
This coordinate changes when a figure is reflected over the x-axis.
What is the y-coordinate?
The given graph depict multiple transformations of the pre-image *. This image depicts a Reflection of * across the y-axis.
What is D?
Why does 180 not need a direction.
Clockwise or counterclockwise you end up in the same place.
This notation(symbol) is how we differentiate the preimage from the image.
What is prime?
(-2, 4) is translated using the rule (x+3, y-6). What is the new point.
(1, -2)
The figure has been reflected over this line.
What is the x-axis?
The given graph depicts a rigid transformation.
What is a 90-degree clockwise rotaition?
Move the point (-5,4) 180 degrees.
(5, -4)
This figure is the image in the following reflection:
What is the blue figure?
The shapes are translated in this direction these many units.
What is left two units, up two units?
This is the coordinate A' after the figure below has been reflected over the given line.
What is (6, 1)?
The given graph depicts rigid transformations of the pre-image *. This triangle represents a Rotations of * 90-degrees counterclockwise about the origin.
What is figure B?
Which of these shows a rotation of 90 degrees CLOCKWISE.
These transformations does preserve congruency of a given figure.
What is translation, reflection, rotations?
This is the image coordinate pair when the preimage (1, 6) is translated to the left 3 and down 1.
What is (-2, 5)?
The rule for the given rigid transformation.
What is a Reflection across Horizontal y=1?
The given graph represents transformations of the pre-image *. This figure depicts a Rotation of the pre-image clockiwse about the origin.
What is figure C?
What are the new points if we rotated these 3 points, 270 degrees clockwise what would the new coordinates be?
A (3, -6)
B (-2, -5)
C (-1, 0)
A' (6,3)
B' (5, -2)
C' (0, -1)