Where is the point located at on the graph?

(5, -2)
What moves every point of a figure around a center by a specific degree in a specific direction?
When describing a translation, what two things do you need to include in your description?
Direction and Distance
When describing a rotation, what 3 things do you need to include in your description?
Center point, degrees, and direction.
Is area enough to prove if two shapes are congruent?
No
Where is the point located at on the graph?

(1, 2)
Two figures are ________ if you can reflect, rotate, or translate one to fit exactly over the other.
congruent
When describing a reflection, what must you include in your description?
The line you are reflecting across.
How many degrees of rotation took H to H'?
90 degrees
Why are these two triangles not congruent?

Different side lengths.
If point A were to reflect across the y-axis, where would it be located now?

(-2, 3)
The corner of a 2D object is called a?
Vertice
Which of these sequences would NOT return a shape to its original position?
A) Translate 3 units up, then 3 units down.
B) Reflect over line p, then reflect over line p again.
C) Translate 1 unit right and then 3 units up.
C
How many degrees of rotation does this image show?
180 degrees
In this image, which side length corresponds with side CB?
FE
What is the distance between the y-point of these two coordinates?

A _________ moves every point a given distance in a given direction.
Translation
Where would the point be after a reflection across the x-axis?

(1, 1)
Describe the rotation seen in the image.

90 degrees clockwise around the origin.
Are these two figures congruent? How can you tell?

Same side lengths and all the angles are 90*.
Which of the vertices is a 90 degree counter clockwise rotation from point B?

C
The original object before a transformation has been done is called a ______________.
Pre-Image
Describe the sequence of transformations that would take the green figure to the blue figure.

Translate 2 right and then reflect across the y-axis.
Reflect across the y-axis then translate 2 left.
Reflecting an image across the x-axis and then the y-axis is the same as how many degrees of rotation?
180 degrees (both acts will cause the shape to go upside down)
Write down all of the sequences of transformations that could take figure A to figure B.

A reflection and then a translation.