Translations
Rotations
Reflections
Solving Linear Equations
Vocabulary
100

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

A'(-4, 8)

100

The formulas are normally for rotating figures this direction.

Counter-clockwise

100

True or False: Reflections preserve size and orientation.

False - orientation is not preserved under a reflection.

100

Solve x+7=-3

x=-10

100

What is the definition of a prime image?

Shape after transformation has been performed

200

Translate L(-3, -2)  1 unit right and 3 units up.

L'(-2, 1) 

200

True or False: Rotating a figure 90 degrees clockwise is NOT the same as rotating a figure 270 degrees counter clockwise.

False 

200

What is the new coordinate point of H(-7, 9) if you reflect it over the x-axis?

H'(-7, -9)

200

Solve 2x+3=5

x=1

200

When you rotate an image clockwise, are you rotating the direction of a clock or the opposite direction of a clock?

Direction of the clock

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 counter clockwise degrees?

Z'(0, 4)

300

What are the points of the new image D(-1, -4) after a reflection across y = -x

D'(4, 1)

300

Solve -3x + 4x = 0

x=0

300

After a transformation.  How can you tell the difference between the image and pre-image?

Prime marks

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

Find the location of L' if L(3, 0) is reflected over the line x=3

L'(3, 0)

400

Solve 5m + 6 =-2(1 - 3m) +2

m = 6

400

While performing a translation, x-3 means what?

Left 3

500

What is the new image of A(2, 4) given (x, y) --> (x + 4.5, y - 2.3)?

A'(6.5, 1.7) 

500

What is the pre-image of M'(-2, 2) after a rotating of 180 degrees?

M(2, -2) 

500

What is the pre-image of A'(4, 0) across y =x?

A(0, 4) 

500

Solve 4 - (v -3) = -9 - 5v

v = -4

500

The rotations are based on the center of rotation being what?

The origin

(0, 0)