What are the three (3) types of transformations?
Translation, Rotation, Reflection
True or False? If I rotate a shape 160º counterclockwise around center C and then rotate the shape counterclockwise 160º around C again, I would be at the starting position.
False. 160+160=320 which is not a full rotation
How many degrees is the angle of a straight line?
180º
Name that move
-8+5
-3
What is the word for a move that only changes the position of a shape and NOT the size.
Rigid Transformation
True of False? Turning 270º clockwise is the same as turning 90º counterclockwise?
True
True or False? Angle ABP and A'B'P have the same measure

True
Name that move!
Translation
What is the first step in the following equation?
3+4*2
4*2
If I rotate a line 180º around a point NOT on the line, what is the result?
A Parallel line.
True or False? If I rotate a shape 120º counterclockwise around center C and then rotate the shape clockwise 240º around C again, I would be at the starting position.
False
For what three (3) angles do you not have to name clockwise and counterclockwise?
0º, 180º, 360º
Name that move (be specific)
Rotate 90º Counterclockwise
What is 4/5 written as a percent?
80%
Explain why Figure B is NOT the image of Figure A after a rotation using center P.

Because shape A has changed shape which is not the characteristic of a rigid transformation
If I rotate my coordinates with signs (-, +) 90º counterclockwise around the origin, what are the new signs of the coordinates?
(-, -)
DAILY DOUBLE!
B, D, and E
Name those moves!

Reflect over Y-axis and then translate corner (3,3) to (5,2)
What is the area of the triangle (remember units)?
7 square inches
I have point A which has coordinates (-4,3). If I move this point three units right, reflect over the x-axis, move the point up 1, and lastly reflect over the y-axis, what is the new coordinate?
(1,-2)
(-4,3) --> (-1,3) --> (-1,-3) --> (-1,-2)
--> (1,-2)
A 4000º clockwise rotation is the same as what?
40º clockwise turn or 320º counterclockwise turn.
Tell me the measure of the final angle (the bottom left) of this shape.
63º. This is because the inner angles of ALL quadrilaterals add up to 360º
Name that move!
Trick question! Not Possible!
Solve
6-sqrt(121)*8/11+14
12