Translation
Reflection
Rotation
Transformations
Misc.
100
What type of Translation results from the following: (x+3 , y)
Horizontal Translation
or move Right 3
100
Name the type of resulting transformation given the following rule: (x , y) --> (x , -y)
Reflection across the x-axis.
100
Name the two resulting transformations given the following vector:
(x , y) --> (-y , x)
Rotation 90 degrees or Rotation -270 degrees
100
How many lines of symmetry does this shape have
6
100
What is the paper called we use to trace things?
Patty Paper
200
The image after a translation of (x+2, y-3) is A'(9,4). What is the original point?
(7,7)
200
Name the type of resulting transformation given the following rule: (x , y) --> (y , x)
Reflection across the line y=x
200
Name the two resulting transformations given the following vector:
(x , y) --> (-x , -y)
Rotation 180 degrees or Rotation -180 degrees.
200
Name two types of Symmetry
Reflectional and rotational
200
How is the moon like a dollar?
They both have 4 quarters.
300
Name the image point given the following pre-image and translation vector:
(2 , 3) --> (x-5 , y+7)
(-3 , 10)
300
Name the type of resulting transformation given the following information:
A(4 , 3)
A'(0 , 3)
Reflection across the line x=2
300
Name the two resulting transformations given the following vector: (x , y) --> (y , -x)
Rotation 270 degrees or Rotation -90 degrees
300
How far apart do the parallel lines need to be in order to have a resulting congruence transformation be a 30cm translation?
15cm
300
What's the difference between a new quarter and an old penny?
24 cents
400
What is the minimum number of reflections necessary to make a translation in a resulting congruence transformation?
2
400
How does the line of reflection relate to the segment that connects the pre-image point and the image point?
Perpendicular Bisector
400
Determine the image point for a -90 degree rotation given the pre-image point of:
(2 , -3)
(-3 , -2)
400
Given the series of transformations and the original point, find the coordinate of the new image.
F(-9,8)
first: Reflection across y=x
Second: Reflection across x=11
F"(14,-9)
400
What coin doubles in value when half is deducted?
A half dollar.
500
Given the pre-image and image coordinate points, determine the transformation rule that applies.
A(6,-7)
A'(2,-1)
Translation
(x,y)->(x-4,y+6)
500
A shape is reflected over the line x=1 and then over the x-axis. What are the new coordinates?
A(2,4)
B(5,5)
C(4,1)
A'' (0,-4)
B'' (-3,-5)
C'' (-2,-1)
500
What is the new coordinate point given E(4,-2) with a rotation 270 degrees counter-clockwise
E'(-2,-4)
500
Given the series of transformations and the original point B(-4,7), find the coordinate of the new image.
r x-axis○ T⟨5,–6⟩
(1,-1)
500
Given the series of transformations and the original point, find the coordinate of the new image.
Y(3,-2)
First: reflection across y-axis
Second: Translation (x-4,y+3)
(-7,1)