Translations
Rotations
Reflections
Rotations
Vocabulary/Misc.
100

Label and state the image of A(1, 4) after a translation 4 units up and 5 units left?

A'(-4, 8)

100

If the image after a rotation of 90 degrees clockwise is (-2, 3) what was the pre-image? 

(3, 2)

100

True or False: Reflections preserve the size of the preimage.

True


100

When you rotate a figure, what are you doing to the figure?

Turning it

100

What is the definition of a pre - image?

Shape before transformation has been performed

200
Translate L(-3, -2) A(0, -1) D(3, -2) 1 unit right and 3 units up.
L'(-2, 1) A'(1, 2) D'(4, 1)
200
True or False: Rotating a figure 90 degrees is NOT the same as rotating a figure -270 degrees.
False - rotating a figure 90 degrees IS the same as rotating a figure -270 degrees.
200
What is the new coordinate point of H(-7, 9) if you reflect it over the x-axis?
H'(-7, -9)
200

If your pre-image is located in quadrate II and you rotate it counter clockwise 90 degrees, what quadrant would your image be located in?

Quadrant III


200

If you have a point (x, y) and you reflect over the x-axis, what would your new point be?

(x, -y)

300
What is the translation if the points are going from A(-3, -4), B(-1, -5) to A'(3, -4), B'(5, -4)?
T(x + 6, y)
300
What is the new image of Z(-4, 0) if you rotate it 270 degrees?
Z'(0, 4)
300

What are the points of the new image D(-1, -4) E(2, -4) F (2, 5) after a reflection through the y=x?

D'(1, 4) E'(-2, 4) F'(-2, -5)

300

If your pre-image is located in quadrant III and it is rotated 180 degrees, what quadrant would your image be located in?

Quadrant I


300

If you have a point (x, y) and you are asked to rotate it 180 degrees, what is the new point?

(-x, -y)

400
What is the coordinate point of the pre-image A given that A' is (8, -7) and underwent T(x - 2, y + 3)
A(10, -10)
400
How many degrees was the figure rotated if the new image of X(-4, 2) Y(-4, 0) Z(0, 3) is X'(4, -2) Y'(4, 0) Z'(0, -3)?
Rotation of 180 degrees
400
What is the line of reflection if L(1, 4) M(1, 0) N (3,0) mapped to L'(5, 4) M'(5, 0) N'(3, 0)?
reflection over the line x = 3
400

If you have point G located at (-3, 2) and you rotate it 90 degrees clockwise, what would the point G' be?

(2, 3)

400
If you had a point (x, y) what would the image of the point be if you rotate it: 

a) 90 degrees clockwise

b) 180 degrees clockwise

c) 270 degrees clockwise


(Need all 3 answers correct to get any points)

a) (y, -x)

b) (-x,-y)

c) (-y, x)

500
What is the new image of A(2, 4) B(3, -6) C( -6, -6) given (x, y) --> (x + 4.5, y - 2.3)?
A'(6.5, 1.7) B'(7.5, -8.3) C'(-1.5, +8.3)
500
What is the pre-image of M'(-2, 2) N'(-1, -2) O'(-3, -3) after a rotating of -180 degrees?
M(2, -2) N(1, 2) O(3, 3)
500

What is the pre-image of A'(4, 0) B'(5, 1) and C'(4, -4) if it underwent a reflection of y =x?

A(0, 4) B(1, 5) C(-4, 4)

500

If you have the point Q at (1, -4) and it is translated left 3 units and up 5 units, THEN it is  rotated 180 degrees, what would point Q' be?

(2, -1)

500

You are given the pre-image point of (x, y). What are TWO rotations could you perform that would result in the same image?

Counter clockwise 270 and clockwise 90 OR Clockwise 270 and counter clockwise 90